<?xml version='1.0' encoding='UTF-8'?><?xml-stylesheet href="http://www.blogger.com/styles/atom.css" type="text/css"?><feed xmlns='http://www.w3.org/2005/Atom' xmlns:openSearch='http://a9.com/-/spec/opensearchrss/1.0/' xmlns:georss='http://www.georss.org/georss' xmlns:gd='http://schemas.google.com/g/2005' xmlns:thr='http://purl.org/syndication/thread/1.0'><id>tag:blogger.com,1999:blog-3546922957457071127</id><updated>2012-02-03T21:13:09.454+01:00</updated><category term='grammar'/><category term='Maths'/><category term='General'/><category term='3 ESO Music'/><category term='English'/><category term='Social Sciences'/><category term='1 ESO Maths'/><category term='2 ESO English'/><category term='Music'/><category term='Physical Education'/><category term='1 ESO English'/><category term='1 ESO Music'/><category term='2 ESO Maths'/><title type='text'>EUROPEAN SECTION IES ARCIPRESTE DE HITA</title><subtitle type='html'></subtitle><link rel='http://schemas.google.com/g/2005#feed' type='application/atom+xml' href='http://europeansectionarcipreste.blogspot.com/feeds/posts/default'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3546922957457071127/posts/default?max-results=100'/><link rel='alternate' type='text/html' href='http://europeansectionarcipreste.blogspot.com/'/><link rel='hub' href='http://pubsubhubbub.appspot.com/'/><link rel='next' type='application/atom+xml' href='http://www.blogger.com/feeds/3546922957457071127/posts/default?start-index=101&amp;max-results=100'/><author><name>ANMOAR</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><generator version='7.00' uri='http://www.blogger.com'>Blogger</generator><openSearch:totalResults>129</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>100</openSearch:itemsPerPage><entry><id>tag:blogger.com,1999:blog-3546922957457071127.post-5534861154853246082</id><published>2012-02-03T20:55:00.003+01:00</published><updated>2012-02-03T21:13:09.470+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='3 ESO Music'/><title type='text'>THE BAROQUE ERA</title><content type='html'>&lt;a href="http://3.bp.blogspot.com/-NZZ383BDuaw/Tyw_LXUjseI/AAAAAAAAAGU/08MDzm99qrE/s1600/baroque%2Binstruments.jpg"&gt;&lt;img id="BLOGGER_PHOTO_ID_5705004292442927586" style="FLOAT: right; MARGIN: 0px 0px 10px 10px; WIDTH: 105px; CURSOR: hand; HEIGHT: 80px" alt="" src="http://3.bp.blogspot.com/-NZZ383BDuaw/Tyw_LXUjseI/AAAAAAAAAGU/08MDzm99qrE/s320/baroque%2Binstruments.jpg" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;div align="justify"&gt;The magnificent Basilica of San Marco in Venice attracted musical directors of the highest calibre in the 16th and 17th centuries, including &lt;strong&gt;Adrian&lt;/strong&gt; &lt;strong&gt;Willaert&lt;/strong&gt;, &lt;strong&gt;Gioseffo Zarlino&lt;/strong&gt; and &lt;strong&gt;Claudio Monteverdi&lt;/strong&gt;. The Byzantine dome allowed for various placements of multiple choirs and instrumentalists. This inspired composers such as &lt;strong&gt;Andrea Gabrieli&lt;/strong&gt; and his nephew &lt;strong&gt;Giovanni Gabrieli&lt;/strong&gt; to explore antiphonal elements and dynamic effects.&lt;br /&gt;&lt;/div&gt;&lt;br /&gt;&lt;div&gt;&lt;strong&gt;USE YOUR SEARCH ENGINE TO VIEW A PHOTO GALLERY OF THIS MUSICALLY SIGNIFICANT LANDMARK.&lt;/strong&gt;&lt;br /&gt;&lt;/div&gt;&lt;br /&gt;&lt;div&gt;I'd really appreciate it if you sent me your comments on it.&lt;/div&gt;&lt;br /&gt;&lt;div&gt;Have a nice weekend&lt;/div&gt;&lt;br /&gt;&lt;div&gt;Flor &lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3546922957457071127-5534861154853246082?l=europeansectionarcipreste.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://europeansectionarcipreste.blogspot.com/feeds/5534861154853246082/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://europeansectionarcipreste.blogspot.com/2012/02/baroque-era.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3546922957457071127/posts/default/5534861154853246082'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3546922957457071127/posts/default/5534861154853246082'/><link rel='alternate' type='text/html' href='http://europeansectionarcipreste.blogspot.com/2012/02/baroque-era.html' title='THE BAROQUE ERA'/><author><name>Flor</name><uri>http://www.blogger.com/profile/13499966274850576758</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://3.bp.blogspot.com/-NZZ383BDuaw/Tyw_LXUjseI/AAAAAAAAAGU/08MDzm99qrE/s72-c/baroque%2Binstruments.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3546922957457071127.post-1836578948653937055</id><published>2012-01-23T21:54:00.002+01:00</published><updated>2012-01-23T22:19:08.890+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Social Sciences'/><title type='text'>A PRESENT FOR THE EXAM!</title><content type='html'>&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://3.bp.blogspot.com/-srhBnLmxyTg/TWWJAsztZ_I/AAAAAAAAADI/uXPG5T09ZVQ/s1600/Ancient%2BRoman%2BHistory.jpg"&gt;&lt;img style="float: left; margin: 0pt 10px 10px 0pt; cursor: pointer; width: 200px; height: 180px;" src="http://3.bp.blogspot.com/-srhBnLmxyTg/TWWJAsztZ_I/AAAAAAAAADI/uXPG5T09ZVQ/s200/Ancient%2BRoman%2BHistory.jpg" alt="" id="BLOGGER_PHOTO_ID_5577014358689277938" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;Hello my dear students! As usual on the previous days to a exam, I have a present for you! As you know, I love timelines... Why don´t you try to complete this diagram about Roman history? Perhaps you´ll find a very similar exercise in the exam...&lt;br /&gt;&lt;br /&gt;If you want, you can send me your answers.&lt;br /&gt;&lt;br /&gt;You can also have a look at the contents for the exam by downloading this file:&lt;br /&gt;&lt;br /&gt;&lt;a href="http://dl.dropbox.com/u/14071648/preparaci%C3%B3n%20al%20examen-Roma.doc"&gt;Preparing the exam&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;Study hard and good luck! Bye!&lt;br /&gt;&lt;br /&gt;Pilar&lt;br /&gt;&lt;a href="http://dl.dropbox.com/u/14071648/Ancient%20Roman%20History.jpg"&gt;&lt;/a&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3546922957457071127-1836578948653937055?l=europeansectionarcipreste.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://europeansectionarcipreste.blogspot.com/feeds/1836578948653937055/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://europeansectionarcipreste.blogspot.com/2011/02/present-for-exam.html#comment-form' title='5 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3546922957457071127/posts/default/1836578948653937055'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3546922957457071127/posts/default/1836578948653937055'/><link rel='alternate' type='text/html' href='http://europeansectionarcipreste.blogspot.com/2011/02/present-for-exam.html' title='A PRESENT FOR THE EXAM!'/><author><name>Pilar</name><uri>http://www.blogger.com/profile/03369145252888257835</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://3.bp.blogspot.com/-srhBnLmxyTg/TWWJAsztZ_I/AAAAAAAAADI/uXPG5T09ZVQ/s72-c/Ancient%2BRoman%2BHistory.jpg' height='72' width='72'/><thr:total>5</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3546922957457071127.post-6779056139178966271</id><published>2012-01-23T21:27:00.002+01:00</published><updated>2012-01-23T21:27:49.055+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='1 ESO Maths'/><category scheme='http://www.blogger.com/atom/ns#' term='Maths'/><title type='text'>Powers and exponents of Integers</title><content type='html'>&amp;nbsp;To finish our unit about Integers we have to study Exponents and Square Roots of these numbers.&lt;br /&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://3.bp.blogspot.com/-_8UtlfGIC08/Tx3Cts_md9I/AAAAAAAAAHM/_WKbCfoSrPI/s1600/exponents-1.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="240" src="http://3.bp.blogspot.com/-_8UtlfGIC08/Tx3Cts_md9I/AAAAAAAAAHM/_WKbCfoSrPI/s320/exponents-1.jpg" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;1. EXPONENTS &lt;br /&gt;&lt;br /&gt;Read more on &lt;a href="http://www.mathsisfun.com/algebra/exponents-squaring-negative.html" target="_blank"&gt;exponents of negative numbers&lt;/a&gt;&lt;a href="http://www.mathsisfun.com/algebra/exponents-squaring-negative.html" target="_blank"&gt;.&lt;/a&gt;(Solve questions 1 to 6) &lt;br /&gt;&lt;br /&gt;&lt;a href="http://www.aaamath.com/g8-int-eval-exp.htm" target="_blank"&gt;Practice&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;2. SQUARE ROOTS&lt;br /&gt;&lt;br /&gt;&lt;a href="http://www.mathsisfun.com/square-root.html" target="_blank"&gt;Square roots of negative numbers&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;Good luck,&lt;br /&gt;ALICIA &lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3546922957457071127-6779056139178966271?l=europeansectionarcipreste.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://europeansectionarcipreste.blogspot.com/feeds/6779056139178966271/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://europeansectionarcipreste.blogspot.com/2012/01/powers-and-exponents-of-integers.html#comment-form' title='3 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3546922957457071127/posts/default/6779056139178966271'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3546922957457071127/posts/default/6779056139178966271'/><link rel='alternate' type='text/html' href='http://europeansectionarcipreste.blogspot.com/2012/01/powers-and-exponents-of-integers.html' title='Powers and exponents of Integers'/><author><name>Alicia</name><uri>http://www.blogger.com/profile/18196516997891632132</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://3.bp.blogspot.com/-_8UtlfGIC08/Tx3Cts_md9I/AAAAAAAAAHM/_WKbCfoSrPI/s72-c/exponents-1.jpg' height='72' width='72'/><thr:total>3</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3546922957457071127.post-8026698658614809203</id><published>2012-01-15T20:19:00.007+01:00</published><updated>2012-01-18T23:16:41.551+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Social Sciences'/><title type='text'>POWER POINTS ON ROMAN HISTORY</title><content type='html'>Hello everybody!&lt;br /&gt;&lt;br /&gt;At last, we have your works about Roman History. I want you all to have a look on them and answer the questions your classmates have made, by publishing an entrance to the blog.&lt;br /&gt;&lt;br /&gt;They´ll help you to prepare our next exam. Enjoy them!&lt;br /&gt;&lt;br /&gt;The monarchy in Ancient Rome:&lt;br /&gt;&lt;a href="http://dl.dropbox.com/u/14071648/Paloma.ppt"&gt;Paloma, Lydia and Raquel&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;The Republic:&lt;br /&gt;&lt;a href="http://dl.dropbox.com/u/14071648/Maria.ppt"&gt;María&lt;/a&gt;&lt;br /&gt;&lt;a href="http://dl.dropbox.com/u/14071648/Sara%20Adraos.ppsx"&gt;Sara Adraos, Manuel, Guillermo and Roberto&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;The Punic Wars:&lt;br /&gt;&lt;a href="http://dl.dropbox.com/u/14071648/Presentac..%20Irene%2097-03.pps"&gt;Irene, Cristina and Ángela&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;The Empire:&lt;br /&gt;&lt;a href="http://dl.dropbox.com/u/14071648/Jose%20Vicente-1.ppt"&gt;José Vicente and Jesús&lt;/a&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3546922957457071127-8026698658614809203?l=europeansectionarcipreste.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://europeansectionarcipreste.blogspot.com/feeds/8026698658614809203/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://europeansectionarcipreste.blogspot.com/2012/01/power-points-on-roman-history.html#comment-form' title='6 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3546922957457071127/posts/default/8026698658614809203'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3546922957457071127/posts/default/8026698658614809203'/><link rel='alternate' type='text/html' href='http://europeansectionarcipreste.blogspot.com/2012/01/power-points-on-roman-history.html' title='POWER POINTS ON ROMAN HISTORY'/><author><name>Pilar</name><uri>http://www.blogger.com/profile/03369145252888257835</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>6</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3546922957457071127.post-6643797674419969915</id><published>2012-01-13T07:26:00.006+01:00</published><updated>2012-01-13T07:46:00.477+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='English'/><title type='text'>"Natural" disasters</title><content type='html'>&lt;a href="http://2.bp.blogspot.com/-aI81L-GGyW4/Tw_RpXyHqCI/AAAAAAAAAY0/fA9eBMMIstE/s1600/natural%2Bdisasters.gif"&gt;&lt;img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;width: 400px; height: 281px;" src="http://2.bp.blogspot.com/-aI81L-GGyW4/Tw_RpXyHqCI/AAAAAAAAAY0/fA9eBMMIstE/s400/natural%2Bdisasters.gif" border="0" alt=""id="BLOGGER_PHOTO_ID_5697002562336040994" /&gt;&lt;/a&gt;&lt;br /&gt;This time we are speaking about different natural disasters. Here we have some exercises to learn more about them.&lt;br /&gt;&lt;br /&gt;We can practise &lt;a href="http://www.englishexercises.org/makeagame/viewgame.asp?id=7191"&gt;vocabulary&lt;/a&gt;. Or we can think about &lt;a href="http://www.englishexercises.org/makeagame/viewgame.asp?id=7192"&gt;what we were doing when ...&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;Now we are going to &lt;a href="http://www.englishexercises.org/makeagame/viewgame.asp?id=7429"&gt;read something more&lt;/a&gt; about it.&lt;br /&gt;&lt;br /&gt;But not all the disasters which affect the enviroment are "natural" Some of them are produced by the human being. &lt;a href="http://www.englishexercises.org/makeagame/viewgame.asp?id=4151"&gt;This&lt;/a&gt; is an important one. After watching the video, what do you think about it?&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3546922957457071127-6643797674419969915?l=europeansectionarcipreste.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://europeansectionarcipreste.blogspot.com/feeds/6643797674419969915/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://europeansectionarcipreste.blogspot.com/2012/01/natural-disasters.html#comment-form' title='4 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3546922957457071127/posts/default/6643797674419969915'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3546922957457071127/posts/default/6643797674419969915'/><link rel='alternate' type='text/html' href='http://europeansectionarcipreste.blogspot.com/2012/01/natural-disasters.html' title='&quot;Natural&quot; disasters'/><author><name>Magda</name><uri>http://www.blogger.com/profile/16722391506504477212</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='33' height='25' src='http://2.bp.blogspot.com/-rxqhhJxn3eY/Tm92IM74HRI/AAAAAAAAAUw/VWf46Awd2lc/s220/escuela%2Bpublica%2B1.bmp'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://2.bp.blogspot.com/-aI81L-GGyW4/Tw_RpXyHqCI/AAAAAAAAAY0/fA9eBMMIstE/s72-c/natural%2Bdisasters.gif' height='72' width='72'/><thr:total>4</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3546922957457071127.post-3629599464116415195</id><published>2012-01-12T20:04:00.005+01:00</published><updated>2012-01-12T21:00:10.655+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='English'/><title type='text'>Irregular verbs</title><content type='html'>&lt;a href="http://1.bp.blogspot.com/-JXx5TdsdGy0/Tw8vZ3k0j1I/AAAAAAAAAYo/1omREwtubqU/s1600/irregular%2Bverbs.jpg"&gt;&lt;img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;width: 184px; height: 274px;" src="http://1.bp.blogspot.com/-JXx5TdsdGy0/Tw8vZ3k0j1I/AAAAAAAAAYo/1omREwtubqU/s400/irregular%2Bverbs.jpg" border="0" alt=""id="BLOGGER_PHOTO_ID_5696824175108591442" /&gt;&lt;/a&gt;&lt;br /&gt;Who said learning irregular verbs was boring?&lt;br /&gt;&lt;br /&gt;Do you like songs? Do you like rap? Then click &lt;a href="http://www.youtube.com/watch?v=gNaDvAYC0Jw"&gt;here&lt;/a&gt; and ... sing! Of course you have the lyrics to follow them.&lt;br /&gt;&lt;br /&gt;But if you prefer something quieter, &lt;a href="http://www.youtube.com/watch?v=gK12tjcqpsM"&gt;this is your option&lt;/a&gt;.&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3546922957457071127-3629599464116415195?l=europeansectionarcipreste.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://europeansectionarcipreste.blogspot.com/feeds/3629599464116415195/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://europeansectionarcipreste.blogspot.com/2012/01/irregular-verbs.html#comment-form' title='1 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3546922957457071127/posts/default/3629599464116415195'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3546922957457071127/posts/default/3629599464116415195'/><link rel='alternate' type='text/html' href='http://europeansectionarcipreste.blogspot.com/2012/01/irregular-verbs.html' title='Irregular verbs'/><author><name>Magda</name><uri>http://www.blogger.com/profile/16722391506504477212</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='33' height='25' src='http://2.bp.blogspot.com/-rxqhhJxn3eY/Tm92IM74HRI/AAAAAAAAAUw/VWf46Awd2lc/s220/escuela%2Bpublica%2B1.bmp'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://1.bp.blogspot.com/-JXx5TdsdGy0/Tw8vZ3k0j1I/AAAAAAAAAYo/1omREwtubqU/s72-c/irregular%2Bverbs.jpg' height='72' width='72'/><thr:total>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3546922957457071127.post-2962621779459198732</id><published>2012-01-12T19:42:00.005+01:00</published><updated>2012-01-12T20:52:48.003+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='English'/><title type='text'>Past Simple</title><content type='html'>&lt;a href="http://2.bp.blogspot.com/-lYNm3ZM--Q0/Tw8taNCoL5I/AAAAAAAAAYc/m1UsBGfXr-E/s1600/past%2Bsimple.jpg"&gt;&lt;img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;width: 266px; height: 190px;" src="http://2.bp.blogspot.com/-lYNm3ZM--Q0/Tw8taNCoL5I/AAAAAAAAAYc/m1UsBGfXr-E/s400/past%2Bsimple.jpg" border="0" alt=""id="BLOGGER_PHOTO_ID_5696821981847498642" /&gt;&lt;/a&gt;&lt;br /&gt;Hello, &lt;a href="http://dl.dropbox.com/u/14751509/simple%20past%20power%20point.ppt"&gt;here&lt;/a&gt; you have a power point where you can study the past simple. You can see it's very easy.&lt;br /&gt;&lt;br /&gt;We also have &lt;a href="http://www.youtube.com/watch?v=_rL2hsOsW28&amp;feature=relmfu"&gt;how to pronounce&lt;/a&gt; the regular verbs in the past simple tense.&lt;br /&gt;&lt;br /&gt;And if you want to practise this tense, here you have a &lt;a href="http://www.englishexercises.org/makeagame/viewgame.asp?id=2088"&gt;Frog Prince&lt;/a&gt;, a &lt;a href="http://www.englishexercises.org/makeagame/viewgame.asp?id=2252"&gt;real conversation&lt;/a&gt; or some information about &lt;a href="http://www.englishexercises.org/makeagame/viewgame.asp?id=2316"&gt;J.K.Rowling&lt;/a&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3546922957457071127-2962621779459198732?l=europeansectionarcipreste.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://europeansectionarcipreste.blogspot.com/feeds/2962621779459198732/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://europeansectionarcipreste.blogspot.com/2012/01/past-simple.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3546922957457071127/posts/default/2962621779459198732'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3546922957457071127/posts/default/2962621779459198732'/><link rel='alternate' type='text/html' href='http://europeansectionarcipreste.blogspot.com/2012/01/past-simple.html' title='Past Simple'/><author><name>Magda</name><uri>http://www.blogger.com/profile/16722391506504477212</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='33' height='25' src='http://2.bp.blogspot.com/-rxqhhJxn3eY/Tm92IM74HRI/AAAAAAAAAUw/VWf46Awd2lc/s220/escuela%2Bpublica%2B1.bmp'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://2.bp.blogspot.com/-lYNm3ZM--Q0/Tw8taNCoL5I/AAAAAAAAAYc/m1UsBGfXr-E/s72-c/past%2Bsimple.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3546922957457071127.post-4436058183405924313</id><published>2012-01-11T19:01:00.000+01:00</published><updated>2012-01-11T19:01:09.487+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='2 ESO Maths'/><category scheme='http://www.blogger.com/atom/ns#' term='1 ESO Maths'/><category scheme='http://www.blogger.com/atom/ns#' term='Maths'/><title type='text'>Operations with Negative Numbers</title><content type='html'>&lt;br /&gt;&lt;div style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"&gt; &lt;img alt="" 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" /&gt;&lt;/div&gt;&lt;br /&gt;Hi boys and girls. Here you have a post summarizing the most important operations on Whole Numbers. You can review adding, subtracting, multiplying and dividing integers. Make sure that you really understand everything, and after that, try to do the exercises given. Good chance!&lt;br /&gt;&lt;br /&gt; &lt;b&gt;&lt;/b&gt;&lt;br /&gt;&lt;b&gt;&amp;nbsp;1. Adding and subtracting negative numbers&lt;/b&gt;&lt;br /&gt;&amp;nbsp;&lt;a href="http://www.bbc.co.uk/schools/ks3bitesize/maths/number/negative_numbers/revise3.shtml" target="_blank"&gt;Review &lt;/a&gt;&lt;br /&gt;Practice &lt;a href="http://www.321know.com/g8_65_x1.htm" target="_blank"&gt;adding&lt;/a&gt; two integers,&lt;a href="http://www.321know.com/g83d_sx1.htm" target="_blank"&gt; subtracting&lt;/a&gt; two integers, &lt;a href="http://www.321know.com/g83c_ax1.htm" target="_blank"&gt;adding&lt;/a&gt; three or more integers.&lt;br /&gt;Play &lt;a href="http://www.free-training-tutorial.com/negative-numbers/speedboat.html" target="_blank"&gt;boats game&lt;/a&gt; or &lt;a href="http://www.mathgoodies.com/games/integer_game/football.html" target="_blank"&gt;football game&lt;/a&gt;.&lt;br /&gt;&lt;br /&gt;&lt;b&gt;2. Multiplying and dividing negative numbers&lt;/b&gt;&lt;br /&gt;&lt;a href="http://www.bbc.co.uk/schools/ks3bitesize/maths/number/negative_numbers/revise4.shtml" target="_blank"&gt;Review&amp;nbsp;&lt;/a&gt;&lt;br /&gt;Practice &lt;a href="http://www.321know.com/g83e_mx1.htm" target="_blank"&gt;multiplying&lt;/a&gt;, &lt;a href="http://www.321know.com/g83f_dx1.htm" target="_blank"&gt;dividing.&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;a href="http://www.math-play.com/Integers-Jeopardy/Integers-Jeopardy.html" target="_blank"&gt;Contest&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;a href="http://www.bbc.co.uk/schools/ks3bitesize/maths/number/negative_numbers/activity.shtml" target="_blank"&gt;Activity&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;a href="http://www.bbc.co.uk/apps/ifl/schools/ks3bitesize/maths/quizengine?quiz=negative_numbers&amp;amp;templateStyle=maths" target="_blank"&gt;Test&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;Enjoy it,&lt;br /&gt;&lt;br /&gt;ALICIA&lt;br /&gt; &lt;br /&gt; &lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3546922957457071127-4436058183405924313?l=europeansectionarcipreste.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://europeansectionarcipreste.blogspot.com/feeds/4436058183405924313/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://europeansectionarcipreste.blogspot.com/2012/01/operations-with-negative-numbers.html#comment-form' title='9 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3546922957457071127/posts/default/4436058183405924313'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3546922957457071127/posts/default/4436058183405924313'/><link rel='alternate' type='text/html' href='http://europeansectionarcipreste.blogspot.com/2012/01/operations-with-negative-numbers.html' title='Operations with Negative Numbers'/><author><name>Alicia</name><uri>http://www.blogger.com/profile/18196516997891632132</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>9</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3546922957457071127.post-5174259246950106625</id><published>2011-12-22T10:33:00.000+01:00</published><updated>2011-12-22T10:44:10.307+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='1 ESO Maths'/><category scheme='http://www.blogger.com/atom/ns#' term='Maths'/><title type='text'>Negative number tales</title><content type='html'>&lt;a href="http://4.bp.blogspot.com/-f4Z9ZREzQ6o/TvL5J1uSFMI/AAAAAAAAAG8/KV7dkw65Tmo/s1600/ct_fairytales.gif" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"&gt;&lt;img border="0" height="200" src="http://4.bp.blogspot.com/-f4Z9ZREzQ6o/TvL5J1uSFMI/AAAAAAAAAG8/KV7dkw65Tmo/s200/ct_fairytales.gif" width="172" /&gt;&lt;/a&gt;I would like you to write a Math Tale. What is that? These are short stories with a problem to solve. What I suggest you to do is to write a funny math story with a simple problem to solve about negatives. Use negative numbers and negative situations (ex. Temperatures below zero, loans, money, debts, lifts…). Work in pairs. Include your names and stories as a comment, and, of course, solve your problem!&lt;br /&gt;&lt;br /&gt;You can see more examples in &lt;a href="http://mathtales.ca/stories.html"&gt;http://mathtales.ca/stories.html&lt;/a&gt;&lt;br /&gt;And here you have a useful &lt;a href="http://wordreference.com/" target="_blank"&gt;dictionary&lt;/a&gt;&lt;br /&gt;You can start with: ONCE UPON A TIME... or LONG TIME AGO...&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-size: x-small;"&gt;USEFUL VOCABULARY:&lt;br /&gt;Below zero: bajo cero&lt;br /&gt;Loan: préstamo&lt;br /&gt;Credit: crédito&lt;br /&gt;Steal, rob: robar&lt;br /&gt;Lose: perder&lt;br /&gt;Debt: deuda&lt;br /&gt;Go down, decrease: bajar, descender&lt;br /&gt;Go up, increase: subir, aumentar&lt;br /&gt;Climb: escalar&lt;br /&gt;Peak: cima, pico&lt;br /&gt;lift: ascensor&lt;/span&gt;&lt;br /&gt;&lt;span style="font-size: x-small;"&gt;basement: sótano&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&amp;nbsp;Enjoy it!&lt;br /&gt;ALICIA&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3546922957457071127-5174259246950106625?l=europeansectionarcipreste.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://europeansectionarcipreste.blogspot.com/feeds/5174259246950106625/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://europeansectionarcipreste.blogspot.com/2011/12/negative-number-tales.html#comment-form' title='6 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3546922957457071127/posts/default/5174259246950106625'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3546922957457071127/posts/default/5174259246950106625'/><link rel='alternate' type='text/html' href='http://europeansectionarcipreste.blogspot.com/2011/12/negative-number-tales.html' title='Negative number tales'/><author><name>Alicia</name><uri>http://www.blogger.com/profile/18196516997891632132</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://4.bp.blogspot.com/-f4Z9ZREzQ6o/TvL5J1uSFMI/AAAAAAAAAG8/KV7dkw65Tmo/s72-c/ct_fairytales.gif' height='72' width='72'/><thr:total>6</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3546922957457071127.post-2559807913641081731</id><published>2011-12-19T22:30:00.000+01:00</published><updated>2011-12-19T22:45:03.968+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Social Sciences'/><title type='text'>ROMAN HISTORY POWER POINT</title><content type='html'>&lt;img style="text-align: center; margin: 0px auto 10px; width: 390px; display: block; height: 231px;" id="BLOGGER_PHOTO_ID_5553076509822986050" alt="" src="http://1.bp.blogspot.com/_dDHQf2799qs/TRB9qgqQp0I/AAAAAAAAACg/1MZbnMIRrfM/s320/Imagen3.jpg" border="0" /&gt;&lt;img style="text-align: center; margin: 0px auto 10px; width: 438px; display: block; height: 278px;" alt="" src="http://www.juanjoromero.es/blog/wp-content/uploads/grupos-sociales-e-instituciones-republica-roma.jpg" border="0" /&gt;&lt;a href="http://1.bp.blogspot.com/_zU7cCfB9eSY/R_IC9l_Gt6I/AAAAAAAABm8/LVH0S0dmkec/s400/el+imperio+romano.jpg"&gt;&lt;img style="text-align: center; margin: 0px auto 10px; width: 445px; display: block; height: 325px;" alt="" src="http://1.bp.blogspot.com/_zU7cCfB9eSY/R_IC9l_Gt6I/AAAAAAAABm8/LVH0S0dmkec/s400/el+imperio+romano.jpg" border="0" /&gt;&lt;/a&gt;Hello boys and girls!&lt;br /&gt;&lt;br /&gt;I know that you are very excited about our next work, but be calm! First of all, you have to make a group (four members, maximun), choose the Roman period and let me know it by sendind an e-mail to &lt;span style="color: rgb(153, 51, 153); font-weight: bold;"&gt;arcihistoria@gmail.com&lt;/span&gt;.&lt;br /&gt;&lt;br /&gt;After that, you have to &lt;span style="font-weight: bold;"&gt;organize your work&lt;/span&gt;: making a general outline about your Power Point (topics, number of slides...), dividing the tasks among the members, decide the appearance of your work (colours, letters, sizes, images...), etc.&lt;br /&gt;&lt;br /&gt;At the same time, &lt;span style="font-weight: bold;"&gt;take into account those items that I´m going to evaluate&lt;/span&gt;. Don´t forget anyone! You can see them by clicking on this link.&lt;br /&gt;&lt;br /&gt;&lt;a href="http://dl.dropbox.com/u/14071648/r%C3%BAbrica2-Roma.doc"&gt;Evaluation rubric&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;Here you can find information about each period of Roman History:&lt;br /&gt;&lt;br /&gt;&lt;div&gt;&lt;div&gt;&lt;a href="http://dl.dropbox.com/u/14071648/WEBSITES.doc"&gt;Click here to find websites for your work&lt;/a&gt;&lt;/div&gt;&lt;/div&gt;&lt;br /&gt;One last thing. Remember: &lt;span style="font-weight: bold;"&gt;the better a Power Point is, the clearer the contents are&lt;/span&gt;. So, please, don´t copy-paste never-ending paragraphs, because nobody is going to read them. Your Power must be appealing, clear and original.&lt;br /&gt;&lt;br /&gt;Good luck!&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3546922957457071127-2559807913641081731?l=europeansectionarcipreste.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://europeansectionarcipreste.blogspot.com/feeds/2559807913641081731/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://europeansectionarcipreste.blogspot.com/2010/12/roman-history-power-point.html#comment-form' title='1 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3546922957457071127/posts/default/2559807913641081731'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3546922957457071127/posts/default/2559807913641081731'/><link rel='alternate' type='text/html' href='http://europeansectionarcipreste.blogspot.com/2010/12/roman-history-power-point.html' title='ROMAN HISTORY POWER POINT'/><author><name>Pilar</name><uri>http://www.blogger.com/profile/03369145252888257835</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://1.bp.blogspot.com/_dDHQf2799qs/TRB9qgqQp0I/AAAAAAAAACg/1MZbnMIRrfM/s72-c/Imagen3.jpg' height='72' width='72'/><thr:total>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3546922957457071127.post-8477190229927105198</id><published>2011-12-12T21:25:00.002+01:00</published><updated>2011-12-12T21:25:38.656+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='1 ESO Maths'/><category scheme='http://www.blogger.com/atom/ns#' term='Maths'/><title type='text'>Negative numbers (I. Whole numbers, number line)</title><content type='html'>Hello boys and girls,&lt;br /&gt;&lt;br /&gt;now that the weather is getting colder, it is the best time of the year to study NEGATIVE NUMBERS :-)&lt;br /&gt;&lt;br /&gt;These are part of a bigger group, called &lt;a href="http://www.mathsisfun.com/whole-numbers.html" target="_blank"&gt;Whole Numbers&lt;/a&gt;.&lt;br /&gt;&lt;br /&gt;To study them, the number line is very useful; it may help you to tell which numbers are bigger or smaller. Read about number line by clicking&lt;a href="http://www.mathsisfun.com/number-line.html" target="_blank"&gt; here&lt;/a&gt; (remember to solve the six questions down). After that, &lt;a href="http://www.free-training-tutorial.com/negative-numbers/number-balls.html" target="_blank"&gt;play this game&lt;/a&gt; for a while to see if you really understood...&lt;br /&gt;&lt;br /&gt;At the end of the class, if you feel comfortable with number line and operations on it, try with this game, with more difficult movements... &lt;a href="http://www.funbrain.com/cgi-bin/nl.cgi?A1=s&amp;amp;A2=2" target="_blank"&gt;Play&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;Good luck,&lt;br /&gt;&lt;br /&gt;ALICIA &lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3546922957457071127-8477190229927105198?l=europeansectionarcipreste.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://europeansectionarcipreste.blogspot.com/feeds/8477190229927105198/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://europeansectionarcipreste.blogspot.com/2011/12/negative-numbers-i-whole-numbers-number.html#comment-form' title='13 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3546922957457071127/posts/default/8477190229927105198'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3546922957457071127/posts/default/8477190229927105198'/><link rel='alternate' type='text/html' href='http://europeansectionarcipreste.blogspot.com/2011/12/negative-numbers-i-whole-numbers-number.html' title='Negative numbers (I. Whole numbers, number line)'/><author><name>Alicia</name><uri>http://www.blogger.com/profile/18196516997891632132</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>13</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3546922957457071127.post-5996995074587989811</id><published>2011-12-08T21:33:00.002+01:00</published><updated>2011-12-08T21:45:30.233+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Social Sciences'/><title type='text'>SETTLEMENTS EXAM</title><content type='html'>&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://www.clearwater-fl.com/gov/depts/pwa/public_svc/stormwater/images/town.gif"&gt;&lt;img style="float: right; margin: 0pt 0pt 10px 10px; cursor: pointer; width: 181px; height: 192px;" src="http://www.clearwater-fl.com/gov/depts/pwa/public_svc/stormwater/images/town.gif" alt="" border="0" /&gt;&lt;/a&gt;Hello, my dear pupils! I´m feeling generous today, so here you have the usual summary to prepare our next exam. (Remember: Monday 12th)&lt;br /&gt;&lt;br /&gt;&lt;a href="http://dl.dropbox.com/u/14071648/preparaci%C3%B3n%20al%20examen-cities.doc"&gt;Summary&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;Notice that there is something that we forget last day: &lt;span style="font-weight: bold;"&gt;you also have to study the photocopy on urban structure.&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;I keep waiting for your answers to the question in the previous entry. I´ll publish the solution on Sunday, but only if you participate...&lt;br /&gt;&lt;br /&gt;Bye!&lt;br /&gt;Pilar&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3546922957457071127-5996995074587989811?l=europeansectionarcipreste.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://europeansectionarcipreste.blogspot.com/feeds/5996995074587989811/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://europeansectionarcipreste.blogspot.com/2011/12/settlements-exam.html#comment-form' title='8 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3546922957457071127/posts/default/5996995074587989811'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3546922957457071127/posts/default/5996995074587989811'/><link rel='alternate' type='text/html' href='http://europeansectionarcipreste.blogspot.com/2011/12/settlements-exam.html' title='SETTLEMENTS EXAM'/><author><name>Pilar</name><uri>http://www.blogger.com/profile/03369145252888257835</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>8</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3546922957457071127.post-7900883418356510968</id><published>2011-12-06T22:32:00.002+01:00</published><updated>2011-12-08T21:13:32.211+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Social Sciences'/><title type='text'>PREPARING THE EXAM</title><content type='html'>To prepare our exam on 12th December, here you have an exact  question as those you´ll find in the exam. Look at the following layout  of Barcelona and answer the questions for the neighbourhoods of Ciutat  Vella and Sagrada Familia (in English, of course) I´ll wait for yor  answers!&lt;br /&gt;&lt;br /&gt;Para preparar nuestro examen del día 15, aquí tenéis una  pregunta exacta a una de las que caerán en el examen. Observad el  siguiente plano de Barcelona y después contestad a las preguntas para  los barrios de Ciudad Vella y de la Sagrada Familia (en inglés, por  supuesto). ¡Espero vuestras contestaciones!&lt;br /&gt;&lt;br /&gt;&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://www.barcelonahotels.it/cmn/img/maps/barcelona/big.gif"&gt;&lt;img style="display: block; margin: 0px auto 10px; text-align: center; cursor: pointer; width: 406px; height: 258px;" src="http://www.barcelonahotels.it/cmn/img/maps/barcelona/big.gif" alt="" border="0" /&gt;&lt;/a&gt;Click on the image to enlarge (pinchad en la imagen para agrandarla)&lt;br /&gt;&lt;br /&gt;a) What kind of layout is it? Describe it.&lt;br /&gt;b) Advantages and disadvantages of this type of layout.&lt;br /&gt;c) When was it built? (Historical period)&lt;br /&gt;b) Which part of the city is it?&lt;br /&gt;&lt;br /&gt;a) ¿Qué tipo de plano es?&lt;br /&gt;b) Ventajas y desventajas de este tipo de plano.&lt;br /&gt;c) ¿Cuándo se construyó? (Periodo histórico)&lt;br /&gt;d) ¿Qué parte de la ciudad es?&lt;br /&gt;&lt;br /&gt;&lt;a href="http://dl.dropbox.com/u/14071648/TEMA%202.doc"&gt;Click here to see the completed Spanish photocopies of unit 2.&lt;br /&gt;Pincha aquí para ver las fotocopias en español del tema 2 completas&lt;/a&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3546922957457071127-7900883418356510968?l=europeansectionarcipreste.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://europeansectionarcipreste.blogspot.com/feeds/7900883418356510968/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://europeansectionarcipreste.blogspot.com/2010/12/preparing-exam.html#comment-form' title='23 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3546922957457071127/posts/default/7900883418356510968'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3546922957457071127/posts/default/7900883418356510968'/><link rel='alternate' type='text/html' href='http://europeansectionarcipreste.blogspot.com/2010/12/preparing-exam.html' title='PREPARING THE EXAM'/><author><name>Pilar</name><uri>http://www.blogger.com/profile/03369145252888257835</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>23</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3546922957457071127.post-8014244470990744583</id><published>2011-11-29T23:17:00.005+01:00</published><updated>2011-11-29T23:31:14.719+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='English'/><title type='text'>Thanksgiving day</title><content type='html'>&lt;a href="http://2.bp.blogspot.com/-Molm_ZbI3sI/TtVccJ5-nFI/AAAAAAAAAXw/4zZ6uOQ2JNw/s1600/thanksgiving.bmp"&gt;&lt;img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;width: 259px; height: 194px;" src="http://2.bp.blogspot.com/-Molm_ZbI3sI/TtVccJ5-nFI/AAAAAAAAAXw/4zZ6uOQ2JNw/s400/thanksgiving.bmp" border="0" alt=""id="BLOGGER_PHOTO_ID_5680548143762938962" /&gt;&lt;/a&gt;&lt;br /&gt;Your teachers are grateful because you make us enjoy the classes. &lt;br /&gt;&lt;br /&gt;We have liked a lot &lt;a href="http://dl.dropbox.com/u/14751509/Turkey%201"&gt;your&lt;/a&gt; &lt;a href="http://dl.dropbox.com/u/14751509/Turkey%202"&gt;turkeys&lt;/a&gt; and &lt;a href="http://dl.dropbox.com/u/14751509/Thanksgiving%201"&gt;your&lt;/a&gt; thanksgiving &lt;a href="http://dl.dropbox.com/u/14751509/Thanksgiving%202"&gt;cards&lt;/a&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3546922957457071127-8014244470990744583?l=europeansectionarcipreste.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://europeansectionarcipreste.blogspot.com/feeds/8014244470990744583/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://europeansectionarcipreste.blogspot.com/2011/11/thanksgiving-day.html#comment-form' title='3 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3546922957457071127/posts/default/8014244470990744583'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3546922957457071127/posts/default/8014244470990744583'/><link rel='alternate' type='text/html' href='http://europeansectionarcipreste.blogspot.com/2011/11/thanksgiving-day.html' title='Thanksgiving day'/><author><name>Magda</name><uri>http://www.blogger.com/profile/16722391506504477212</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='33' height='25' src='http://2.bp.blogspot.com/-rxqhhJxn3eY/Tm92IM74HRI/AAAAAAAAAUw/VWf46Awd2lc/s220/escuela%2Bpublica%2B1.bmp'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://2.bp.blogspot.com/-Molm_ZbI3sI/TtVccJ5-nFI/AAAAAAAAAXw/4zZ6uOQ2JNw/s72-c/thanksgiving.bmp' height='72' width='72'/><thr:total>3</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3546922957457071127.post-3278882800908849320</id><published>2011-11-27T20:42:00.011+01:00</published><updated>2011-11-27T21:10:11.954+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='1 ESO Music'/><title type='text'>MUSICAL GENRE</title><content type='html'>&lt;a href="http://3.bp.blogspot.com/-T-3e2ZUi42A/TtKT7GueMRI/AAAAAAAAAF8/zDToYjIwMZA/s1600/rock%2Bmusic.jpg"&gt;&lt;img style="MARGIN: 0px 10px 10px 0px; WIDTH: 232px; FLOAT: left; HEIGHT: 217px; CURSOR: hand" id="BLOGGER_PHOTO_ID_5679764723694711058" border="0" alt="" src="http://3.bp.blogspot.com/-T-3e2ZUi42A/TtKT7GueMRI/AAAAAAAAAF8/zDToYjIwMZA/s320/rock%2Bmusic.jpg" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;Hello First Year students&lt;br /&gt;&lt;br /&gt;&lt;div align="justify"&gt;Here are four common musical compositions. Think about which genres, in your opinion, they might belong to. Bear in mind that sometimes a piece of music may belong to various genres.&lt;/div&gt;&lt;br /&gt;&lt;div align="justify"&gt;- A Gregorian chant&lt;/div&gt;&lt;br /&gt;&lt;div align="justify"&gt;- A pop group concert&lt;/div&gt;&lt;br /&gt;&lt;div align="justify"&gt;- A piano concerto &lt;/div&gt;&lt;br /&gt;&lt;div align="justify"&gt;- A football club hymn &lt;/div&gt;&lt;br /&gt;&lt;div align="justify"&gt;We are going to have a look at this activity in tomorrow's class.&lt;br /&gt;Flor&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3546922957457071127-3278882800908849320?l=europeansectionarcipreste.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://europeansectionarcipreste.blogspot.com/feeds/3278882800908849320/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://europeansectionarcipreste.blogspot.com/2011/11/musical-genre.html#comment-form' title='4 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3546922957457071127/posts/default/3278882800908849320'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3546922957457071127/posts/default/3278882800908849320'/><link rel='alternate' type='text/html' href='http://europeansectionarcipreste.blogspot.com/2011/11/musical-genre.html' title='MUSICAL GENRE'/><author><name>Flor</name><uri>http://www.blogger.com/profile/13499966274850576758</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://3.bp.blogspot.com/-T-3e2ZUi42A/TtKT7GueMRI/AAAAAAAAAF8/zDToYjIwMZA/s72-c/rock%2Bmusic.jpg' height='72' width='72'/><thr:total>4</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3546922957457071127.post-7770706540650375605</id><published>2011-11-24T14:05:00.001+01:00</published><updated>2011-11-24T14:09:30.699+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='2 ESO Maths'/><category scheme='http://www.blogger.com/atom/ns#' term='Maths'/><title type='text'>With a little help from my math teacher...</title><content type='html'>Hi guys,&lt;br /&gt;&lt;br /&gt;Here you have the &lt;a href="http://dl.dropbox.com/u/13612033/examen%20de%20prueba.doc" target="_blank"&gt;pre-exam&lt;/a&gt; we did this morning, I hope it helps...Remember that you are allowed to use the &lt;a href="http://dl.dropbox.com/u/13612033/3D%20SOLID%20GEOMETRY%20SUMMARY.pdf" target="_blank"&gt;table.&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;Keep on working this afternoon and good luck.&lt;br /&gt;&lt;br /&gt;When I was writing the title for this post I remembered a song, I hope you like it.&lt;br /&gt; &lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;object width="320" height="266" class="BLOGGER-youtube-video" classid="clsid:D27CDB6E-AE6D-11cf-96B8-444553540000" codebase="http://download.macromedia.com/pub/shockwave/cabs/flash/swflash.cab#version=6,0,40,0" data-thumbnail-src="http://1.gvt0.com/vi/_wG6Cgmgn5U/0.jpg"&gt;&lt;param name="movie" value="http://www.youtube.com/v/_wG6Cgmgn5U&amp;fs=1&amp;source=uds" /&gt;&lt;param name="bgcolor" value="#FFFFFF" /&gt;&lt;embed width="320" height="266"  src="http://www.youtube.com/v/_wG6Cgmgn5U&amp;fs=1&amp;source=uds" type="application/x-shockwave-flash"&gt;&lt;/embed&gt;&lt;/object&gt;&lt;/div&gt;&lt;br /&gt; &lt;br /&gt;ALICIA&lt;br /&gt;&lt;br /&gt;&lt;br /&gt; &lt;br /&gt; &lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3546922957457071127-7770706540650375605?l=europeansectionarcipreste.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://europeansectionarcipreste.blogspot.com/feeds/7770706540650375605/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://europeansectionarcipreste.blogspot.com/2011/11/with-little-help-from-my-math-teacher.html#comment-form' title='3 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3546922957457071127/posts/default/7770706540650375605'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3546922957457071127/posts/default/7770706540650375605'/><link rel='alternate' type='text/html' href='http://europeansectionarcipreste.blogspot.com/2011/11/with-little-help-from-my-math-teacher.html' title='With a little help from my math teacher...'/><author><name>Alicia</name><uri>http://www.blogger.com/profile/18196516997891632132</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>3</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3546922957457071127.post-5039982273722803366</id><published>2011-11-22T20:42:00.001+01:00</published><updated>2011-11-23T17:21:09.295+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='1 ESO Maths'/><category scheme='http://www.blogger.com/atom/ns#' term='Maths'/><title type='text'>Greatest Common Factor and Least Common Multiple</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://4.bp.blogspot.com/-BG93QLA_RKo/Tsv9SaA98zI/AAAAAAAAAGw/kh20S6qbfCI/s1600/will2.gif" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"&gt;&lt;img border="0" height="200" src="http://4.bp.blogspot.com/-BG93QLA_RKo/Tsv9SaA98zI/AAAAAAAAAGw/kh20S6qbfCI/s200/will2.gif" width="200" /&gt;&lt;/a&gt;&lt;/div&gt;Hello everyone,&lt;br /&gt;&lt;br /&gt;As we have already studied what GCF and lcm are, I would like you to go over the definition and improve in calculating both, so please, have a look to the following links:&lt;br /&gt;&lt;br /&gt;&lt;b&gt;Greatest Common Factor &lt;/b&gt;(GCF) is the highest number that divides exactly into two or more numbers. &lt;br /&gt;&lt;br /&gt;&lt;br /&gt;Read more about &lt;a href="http://www.mathsisfun.com/greatest-common-factor.html" target="_blank"&gt;GCF&lt;/a&gt;&lt;br /&gt;&lt;a href="http://www.mathopolis.com/questions/q.php?id=920&amp;amp;site=1&amp;amp;ref=/greatest-common-factor.html&amp;amp;qs=920_921_1382_1383_1684_1685" target="_blank"&gt;Practice.&lt;/a&gt;&amp;nbsp; More &lt;a href="http://www.aaamath.com/fra66gx2.htm" target="_blank"&gt;exercises&lt;/a&gt;.&lt;br /&gt;&lt;br /&gt;&lt;b&gt;Least Common Multiple&lt;/b&gt; (lcm) is&amp;nbsp; the smallest  (non-zero) number that is a multiple of two or more numbers.&lt;br /&gt;&lt;br /&gt;Read more about &lt;a href="http://www.mathsisfun.com/least-common-multiple.html" target="_blank"&gt;lcm&lt;/a&gt;&lt;br /&gt;&lt;a href="http://www.mathopolis.com/questions/q.php?id=924&amp;amp;site=1&amp;amp;ref=/least-common-multiple.html&amp;amp;qs=924_925_926_927_1393_1394" target="_blank"&gt;Practice&lt;/a&gt;. More &lt;a href="http://www.aaamath.com/fra66ix2.htm" target="_blank"&gt;exercises&lt;/a&gt;. &lt;br /&gt;&lt;i&gt;&lt;br /&gt;&lt;/i&gt;&lt;br /&gt;&lt;i&gt;&lt;a href="http://www.math-play.com/Factors-and-Multiples-Jeopardy/Factors-and-Multiples-Jeopardy.html" target="_blank"&gt;PLAY A GAME&lt;/a&gt;&lt;/i&gt;&lt;br /&gt;&lt;br /&gt;&lt;i&gt;Practice with &lt;a href="http://www.funtrivia.com/playquiz/quiz2715661f17598.html" target="_blank"&gt;PROBLEMS&lt;/a&gt;&lt;/i&gt;&lt;br /&gt;&lt;i&gt;&lt;/i&gt;&lt;br /&gt;&lt;i&gt;&lt;br /&gt;&lt;/i&gt;&lt;br /&gt;&lt;i&gt;&lt;/i&gt;ALICIA&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3546922957457071127-5039982273722803366?l=europeansectionarcipreste.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://europeansectionarcipreste.blogspot.com/feeds/5039982273722803366/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://europeansectionarcipreste.blogspot.com/2011/11/greatest-common-factor-and-least-common.html#comment-form' title='7 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3546922957457071127/posts/default/5039982273722803366'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3546922957457071127/posts/default/5039982273722803366'/><link rel='alternate' type='text/html' href='http://europeansectionarcipreste.blogspot.com/2011/11/greatest-common-factor-and-least-common.html' title='Greatest Common Factor and Least Common Multiple'/><author><name>Alicia</name><uri>http://www.blogger.com/profile/18196516997891632132</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://4.bp.blogspot.com/-BG93QLA_RKo/Tsv9SaA98zI/AAAAAAAAAGw/kh20S6qbfCI/s72-c/will2.gif' height='72' width='72'/><thr:total>7</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3546922957457071127.post-8362916405461460696</id><published>2011-11-17T20:10:00.003+01:00</published><updated>2011-11-17T21:14:35.236+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='3 ESO Music'/><title type='text'>THE RENAISSANCE ERA</title><content type='html'>&lt;a href="http://3.bp.blogspot.com/-uB4dwRHyGBM/TsVg5QTKeuI/AAAAAAAAAFs/KEOJraw-8gQ/s1600/Santa%2BMar%25C3%25ADa%2BNovella.jpg"&gt;&lt;img style="MARGIN: 0px 10px 10px 0px; WIDTH: 259px; FLOAT: left; HEIGHT: 194px; CURSOR: hand" id="BLOGGER_PHOTO_ID_5676049442114534114" border="0" alt="" src="http://3.bp.blogspot.com/-uB4dwRHyGBM/TsVg5QTKeuI/AAAAAAAAAFs/KEOJraw-8gQ/s320/Santa%2BMar%25C3%25ADa%2BNovella.jpg" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;div&gt;HELLO EVERYBODY&lt;/div&gt;&lt;br /&gt;&lt;div align="justify"&gt;Seeing as we have just started to study the Renaissance music, I would like you to get a general taste of this era. By exploring some of the key artistic figures of the Renaissance, you will gain a better understanding of the stylistic and philosophical ideals that characterized this period. &lt;/div&gt;&lt;br /&gt;&lt;div align="justify"&gt;&lt;strong&gt;Look on the Internet to locate at least one famous work of art by Leonardo da Vinci, Sandro Botticelli and Michelangelo.&lt;/strong&gt;&lt;/div&gt;&lt;br /&gt;&lt;div&gt;Email your search findings to me before Monday, 21st November at 00:00.&lt;/div&gt;&lt;br /&gt;&lt;div&gt;Remember, it is essential for you to meet deadlines.&lt;/div&gt;&lt;br /&gt;&lt;div&gt;Have fun while diving into the amazing Renaissance artistic works.&lt;/div&gt;&lt;br /&gt;&lt;div&gt;FLOR&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3546922957457071127-8362916405461460696?l=europeansectionarcipreste.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://europeansectionarcipreste.blogspot.com/feeds/8362916405461460696/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://europeansectionarcipreste.blogspot.com/2011/11/renaissance-era.html#comment-form' title='12 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3546922957457071127/posts/default/8362916405461460696'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3546922957457071127/posts/default/8362916405461460696'/><link rel='alternate' type='text/html' href='http://europeansectionarcipreste.blogspot.com/2011/11/renaissance-era.html' title='THE RENAISSANCE ERA'/><author><name>Flor</name><uri>http://www.blogger.com/profile/13499966274850576758</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://3.bp.blogspot.com/-uB4dwRHyGBM/TsVg5QTKeuI/AAAAAAAAAFs/KEOJraw-8gQ/s72-c/Santa%2BMar%25C3%25ADa%2BNovella.jpg' height='72' width='72'/><thr:total>12</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3546922957457071127.post-869243754844034615</id><published>2011-11-16T11:33:00.001+01:00</published><updated>2011-11-16T13:12:50.213+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Social Sciences'/><title type='text'>PREPARING THE EXAM (II)</title><content type='html'>&lt;div&gt;Hello! How is it going? As a present for tomorrow´s exam, here you have a model of question. Try to answer it and send me your answers. The solution will appear today at 10 in the evening.&lt;a href="http://www.soygik.com/wp-content/uploads/2009/01/regalo_email.gif"&gt;&lt;img style="margin: 0px 10px 10px 0px; width: 144px; float: left; height: 144px;" alt="" src="http://www.soygik.com/wp-content/uploads/2009/01/regalo_email.gif" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;div&gt;&lt;br /&gt;Another present: review the section &lt;em&gt;Population figures&lt;/em&gt; from your English book, in case...&lt;/div&gt;&lt;br /&gt;&lt;div&gt;&lt;a href="http://dl.dropbox.com/u/14071648/Classification.doc"&gt;QUESTION MODEL&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;div&gt;Hola! Cómo lo lleváis? Como regalo para el examen de mañana, aquí tenéis un modelo de pregunta. Tratad de responderla y enviadme las respuestas. La solución aparecerá en el blog esta noche a las 10.&lt;/div&gt;&lt;br /&gt;&lt;div&gt;Otro regalillo (hoy estoy generosa): repasad el apartado P&lt;em&gt;opulation figures&lt;/em&gt; de vuestro libro de inglés, por si acaso...&lt;/div&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3546922957457071127-869243754844034615?l=europeansectionarcipreste.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://europeansectionarcipreste.blogspot.com/feeds/869243754844034615/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://europeansectionarcipreste.blogspot.com/2010/11/preparing-exam-ii.html#comment-form' title='21 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3546922957457071127/posts/default/869243754844034615'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3546922957457071127/posts/default/869243754844034615'/><link rel='alternate' type='text/html' href='http://europeansectionarcipreste.blogspot.com/2010/11/preparing-exam-ii.html' title='PREPARING THE EXAM (II)'/><author><name>Pilar</name><uri>http://www.blogger.com/profile/03369145252888257835</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>21</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3546922957457071127.post-3484552043265539401</id><published>2011-11-14T11:02:00.001+01:00</published><updated>2011-11-16T10:05:20.912+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='2 ESO Maths'/><category scheme='http://www.blogger.com/atom/ns#' term='Maths'/><title type='text'>SOLID GEOMETRY SUMMARY</title><content type='html'>&lt;a href="http://4.bp.blogspot.com/-I4MQjZy3Kdo/TsDnsWsoYWI/AAAAAAAAAGo/AYei6MtV-qk/s1600/s_s_shapes7.gif" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"&gt;&lt;img border="0" height="113" src="http://4.bp.blogspot.com/-I4MQjZy3Kdo/TsDnsWsoYWI/AAAAAAAAAGo/AYei6MtV-qk/s200/s_s_shapes7.gif" width="200" /&gt;&lt;/a&gt;Hi boys and girls,&lt;br /&gt;&lt;br /&gt;Here you have the summary I promised, with the six shapes you have to study for the exam.&lt;br /&gt;&lt;br /&gt;&lt;a href="http://dl.dropbox.com/u/13612033/3D%20SOLID%20GEOMETRY%20SUMMARY%20%281%29.pdf"&gt;Download file&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;Take care,&lt;br /&gt;&lt;br /&gt;ALICIA&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3546922957457071127-3484552043265539401?l=europeansectionarcipreste.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://europeansectionarcipreste.blogspot.com/feeds/3484552043265539401/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://europeansectionarcipreste.blogspot.com/2011/11/solid-geometry-summary.html#comment-form' title='2 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3546922957457071127/posts/default/3484552043265539401'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3546922957457071127/posts/default/3484552043265539401'/><link rel='alternate' type='text/html' href='http://europeansectionarcipreste.blogspot.com/2011/11/solid-geometry-summary.html' title='SOLID GEOMETRY SUMMARY'/><author><name>Alicia</name><uri>http://www.blogger.com/profile/18196516997891632132</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://4.bp.blogspot.com/-I4MQjZy3Kdo/TsDnsWsoYWI/AAAAAAAAAGo/AYei6MtV-qk/s72-c/s_s_shapes7.gif' height='72' width='72'/><thr:total>2</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3546922957457071127.post-5977845599616960265</id><published>2011-11-09T20:51:00.001+01:00</published><updated>2011-11-09T22:31:04.351+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Social Sciences'/><title type='text'>PREPARING THE POPULATION PYRAMIDS EXAM</title><content type='html'>Hello everybody!&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://3.bp.blogspot.com/_dDHQf2799qs/TOBClfQrImI/AAAAAAAAABo/6LirjNs4P6U/s1600/populationPyramid.php.jpg"&gt;&lt;img style="float: left; margin: 0pt 10px 10px 0pt; cursor: pointer; width: 320px; height: 223px;" src="http://3.bp.blogspot.com/_dDHQf2799qs/TOBClfQrImI/AAAAAAAAABo/6LirjNs4P6U/s320/populationPyramid.php.jpg" alt="" id="BLOGGER_PHOTO_ID_5539500753479737954" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;Are you studying for the exam on population pyramids? Here you have an exact model of the exam on Wednesday. If you want, you can practice, answer the interpretation questions and send them to me in a comment to correct them, ok?&lt;br /&gt;&lt;br /&gt;Hola a todos! Estáis estudiando para el examen de pirámides de población? Aquí tenéis un modelo exacto de cómo será el examen del miércoles. Si queréis, podéis practicar, contestar a las preguntas de la interpretación y mandármelas en un comentario para que os las corrija, vale?&lt;br /&gt;&lt;br /&gt;&lt;a href="http://dl.dropbox.com/u/14071648/pir%C3%A1mide-2.doc"&gt;Examination model &lt;/a&gt;&lt;br /&gt;&lt;br /&gt;Anyway, remember the website where you can find the population pyramids of every country in the world. As a training for the exam, see as much as possible and try to guess the type.&lt;br /&gt;&lt;br /&gt;De todas formas, recordad la página donde podéis encontrar las pirámides de población de cualquier país del mundo. Ved tantas como podáis y tratad de averiguar el tipo al que pertenecen, como entrenamiento para el examen.&lt;br /&gt;&lt;br /&gt;&lt;a href="http://www.census.gov/population/international/data/idb/informationGateway.php"&gt;Population pyramids website&lt;/a&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3546922957457071127-5977845599616960265?l=europeansectionarcipreste.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://europeansectionarcipreste.blogspot.com/feeds/5977845599616960265/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://europeansectionarcipreste.blogspot.com/2010/11/preparing-population-pyramids-exam.html#comment-form' title='9 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3546922957457071127/posts/default/5977845599616960265'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3546922957457071127/posts/default/5977845599616960265'/><link rel='alternate' type='text/html' href='http://europeansectionarcipreste.blogspot.com/2010/11/preparing-population-pyramids-exam.html' title='PREPARING THE POPULATION PYRAMIDS EXAM'/><author><name>Pilar</name><uri>http://www.blogger.com/profile/03369145252888257835</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://3.bp.blogspot.com/_dDHQf2799qs/TOBClfQrImI/AAAAAAAAABo/6LirjNs4P6U/s72-c/populationPyramid.php.jpg' height='72' width='72'/><thr:total>9</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3546922957457071127.post-5364985709001328515</id><published>2011-11-08T14:06:00.003+01:00</published><updated>2011-11-08T22:10:21.312+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Social Sciences'/><title type='text'>PREPARING THE EXAM</title><content type='html'>&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://4.bp.blogspot.com/-dXJ0RfJdb0Y/TnkdWaJPXJI/AAAAAAAAARA/3OltTd7sUOc/s1600/1remember.jpg"&gt;&lt;img style="float: right; margin: 0pt 0pt 10px 10px; cursor: pointer; width: 126px; height: 159px;" src="http://4.bp.blogspot.com/-dXJ0RfJdb0Y/TnkdWaJPXJI/AAAAAAAAARA/3OltTd7sUOc/s1600/1remember.jpg" alt="" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;As I promised, in order to prepare your exam on population, you can have a look at the next file. There you can find the contents that you have to study for next Thursday.&lt;br /&gt;&lt;br /&gt;&lt;a href="http://dl.dropbox.com/u/14071648/preparaci%C3%B3n%20al%20examen.doc"&gt;Preparing the exam&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;Study hard and good luck!&lt;br /&gt;&lt;br /&gt;Pilar&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3546922957457071127-5364985709001328515?l=europeansectionarcipreste.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://europeansectionarcipreste.blogspot.com/feeds/5364985709001328515/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://europeansectionarcipreste.blogspot.com/2011/11/preparing-exam.html#comment-form' title='6 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3546922957457071127/posts/default/5364985709001328515'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3546922957457071127/posts/default/5364985709001328515'/><link rel='alternate' type='text/html' href='http://europeansectionarcipreste.blogspot.com/2011/11/preparing-exam.html' title='PREPARING THE EXAM'/><author><name>Pilar</name><uri>http://www.blogger.com/profile/03369145252888257835</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://4.bp.blogspot.com/-dXJ0RfJdb0Y/TnkdWaJPXJI/AAAAAAAAARA/3OltTd7sUOc/s72-c/1remember.jpg' height='72' width='72'/><thr:total>6</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3546922957457071127.post-1910613868969013561</id><published>2011-11-06T19:49:00.007+01:00</published><updated>2011-11-17T10:48:48.051+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='1 ESO Maths'/><category scheme='http://www.blogger.com/atom/ns#' term='Maths'/><title type='text'>Sieve of Eratosthenes</title><content type='html'>&lt;a href="http://1.bp.blogspot.com/-tayabeZGzTo/TrbZkBKER5I/AAAAAAAAAGQ/nP6xkGor0Hk/s1600/eratstatue.gif"&gt;&lt;img alt="" border="0" id="BLOGGER_PHOTO_ID_5671959993528895378" src="http://1.bp.blogspot.com/-tayabeZGzTo/TrbZkBKER5I/AAAAAAAAAGQ/nP6xkGor0Hk/s320/eratstatue.gif" style="cursor: pointer; float: left; height: 320px; margin: 0pt 10px 10px 0pt; width: 139px;" /&gt;&lt;/a&gt;&lt;span style="font-family: arial;"&gt;The Sieve of Eratosthenes is an ancient method for finding all primes numbers up to a specified number.&lt;/span&gt;&lt;br /&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;&lt;span style="font-family: arial;"&gt;It  was created by &lt;a href="http://encyclopedia.kids.net.au/page/er/Eratosthenes"&gt;Eratosthenes&lt;/a&gt; (275-194 B.C., Greece), an ancient Greek  mathematician. Just as a sieve is a strainer for draining spaghetti,  Eratosthenes's sieve drains out composite numbers and leaves prime  numbers behind. The numbers from 1 to 100 are listed in a table. We will  use The &lt;a href="http://encyclopedia.kids.net.au/page/si/Sieve_of_Eratosthenes"&gt;Sieve of Eratosthenes&lt;/a&gt; to find all primes up to the number 100  by following the directions below.&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-family: arial;"&gt;Directions:&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;/div&gt;&lt;ol style="text-align: justify;"&gt;&lt;li&gt;&lt;span style="font-family: arial;"&gt;Cross out 1 since it is not prime.&lt;/span&gt;&lt;/li&gt;&lt;li&gt;&lt;span style="font-family: arial;"&gt;Circle 2 because it is the smallest prime number. Cross out every multiple of 2.&lt;/span&gt;&lt;/li&gt;&lt;li&gt;&lt;span style="font-family: arial;"&gt;Circle the next open number, 3. Now cross out every multiple of 3.&lt;/span&gt;&lt;/li&gt;&lt;li&gt;&lt;span style="font-family: arial;"&gt;Circle the next open number, 5. Now cross out every multiple of 5.&lt;/span&gt;&lt;/li&gt;&lt;li&gt;&lt;span style="font-family: arial;"&gt;Circle the next open number, 7. Now cross out every multiple of 7.&lt;/span&gt;&lt;/li&gt;&lt;li&gt;&lt;span style="font-family: arial;"&gt;Continue this process until all numbers in the table have been circled or crossed out.&lt;/span&gt;&lt;/li&gt;&lt;/ol&gt;&lt;span style="font-family: arial;"&gt;You have just circled all the prime numbers from 1 to 100!&lt;/span&gt;&lt;br /&gt;&lt;a href="http://dl.dropbox.com/u/13612033/SIEVE_OF_ERATHOSTENES.ppt" target="_blank"&gt; Download presentation&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-family: arial; font-weight: bold;"&gt;Questions (to be answered as a comment):&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-family: arial;"&gt;1. How many prime numbers are there from 1 to 100?&lt;/span&gt;&lt;a href="http://2.bp.blogspot.com/-soITb7--jeI/TrbZOXtERUI/AAAAAAAAAF4/G0WMf5kZeDI/s1600/new%2B200%2Bsieve.gif"&gt;&lt;img alt="" border="0" id="BLOGGER_PHOTO_ID_5671959621624153410" src="http://2.bp.blogspot.com/-soITb7--jeI/TrbZOXtERUI/AAAAAAAAAF4/G0WMf5kZeDI/s320/new%2B200%2Bsieve.gif" style="cursor: pointer; float: right; height: 225px; margin: 0pt 0pt 10px 10px; width: 223px;" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;span style="font-family: arial;"&gt;2. List all prime numbers from 1 to 100.&lt;/span&gt;&lt;br /&gt;&lt;span style="font-family: arial;"&gt;3. Which number is the only even prime number?&lt;/span&gt;&lt;br /&gt;&lt;span style="font-family: arial;"&gt;4.  An emirp (prime spelled backwards) is a prime that gives you a  different prime when its digits are reversed. For example, 13 and 31 are  emirps. List all emirps between 1 and 100.&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-family: arial;"&gt;Enjoy it!&lt;/span&gt;&lt;br /&gt;&lt;span style="font-family: arial;"&gt;ALICIA&lt;/span&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3546922957457071127-1910613868969013561?l=europeansectionarcipreste.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://europeansectionarcipreste.blogspot.com/feeds/1910613868969013561/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://europeansectionarcipreste.blogspot.com/2011/11/eratosthenes-sieve.html#comment-form' title='19 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3546922957457071127/posts/default/1910613868969013561'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3546922957457071127/posts/default/1910613868969013561'/><link rel='alternate' type='text/html' href='http://europeansectionarcipreste.blogspot.com/2011/11/eratosthenes-sieve.html' title='Sieve of Eratosthenes'/><author><name>Alicia</name><uri>http://www.blogger.com/profile/18196516997891632132</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://1.bp.blogspot.com/-tayabeZGzTo/TrbZkBKER5I/AAAAAAAAAGQ/nP6xkGor0Hk/s72-c/eratstatue.gif' height='72' width='72'/><thr:total>19</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3546922957457071127.post-3426272506663476590</id><published>2011-11-06T19:09:00.003+01:00</published><updated>2011-11-06T19:19:24.153+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='2 ESO Maths'/><category scheme='http://www.blogger.com/atom/ns#' term='Maths'/><title type='text'>Nets</title><content type='html'>&lt;a href="http://2.bp.blogspot.com/--hl7fyyWdcQ/TrbPgkWzzcI/AAAAAAAAAFs/N5APpNcHNT0/s1600/netshome.jpg" onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}"&gt;&lt;img style="float:right; margin:0 0 10px 10px;cursor:pointer; cursor:hand;width: 275px; height: 199px;" src="http://2.bp.blogspot.com/--hl7fyyWdcQ/TrbPgkWzzcI/AAAAAAAAAFs/N5APpNcHNT0/s320/netshome.jpg" border="0" alt="" id="BLOGGER_PHOTO_ID_5671948939141828034" /&gt;&lt;/a&gt;&lt;div&gt;Hi girls and boys,&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;Here you have a link where you can find the 3D models (also called "nets") for every 3D shape.&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;a href="http://www.senteacher.org/wk/3dshape.php"&gt;See website&lt;/a&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;If you want to practice associating nets and figures, go to the following site:&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;a href="http://www.ixl.com/math/grade-8/nets-of-3-dimensional-figures"&gt;Practice&lt;/a&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;ALICIA&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3546922957457071127-3426272506663476590?l=europeansectionarcipreste.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://europeansectionarcipreste.blogspot.com/feeds/3426272506663476590/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://europeansectionarcipreste.blogspot.com/2011/11/nets.html#comment-form' title='6 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3546922957457071127/posts/default/3426272506663476590'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3546922957457071127/posts/default/3426272506663476590'/><link rel='alternate' type='text/html' href='http://europeansectionarcipreste.blogspot.com/2011/11/nets.html' title='Nets'/><author><name>Alicia</name><uri>http://www.blogger.com/profile/18196516997891632132</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://2.bp.blogspot.com/--hl7fyyWdcQ/TrbPgkWzzcI/AAAAAAAAAFs/N5APpNcHNT0/s72-c/netshome.jpg' height='72' width='72'/><thr:total>6</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3546922957457071127.post-672742254791138188</id><published>2011-11-06T13:38:00.003+01:00</published><updated>2011-11-06T19:28:02.960+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='2 ESO Maths'/><category scheme='http://www.blogger.com/atom/ns#' term='Maths'/><title type='text'>Surface area and Volume, part I</title><content type='html'>&lt;p&gt;&lt;span class="Apple-style-span" style="font-family: 'Times New Roman'; font-size: medium; "&gt;Hi all,&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;/p&gt;&lt;p style="margin-top: 0px; margin-right: 0px; margin-bottom: 0px; margin-left: 0px; font-family: 'Times New Roman'; text-align: -webkit-auto; font-size: medium; "&gt;these days we have been working in class with surface area and volume of some geometric shapes. I leave you here some links to go over the most important ones:&lt;/p&gt;&lt;p style="margin-top: 0px; margin-right: 0px; margin-bottom: 0px; margin-left: 0px; font-family: 'Times New Roman'; text-align: -webkit-auto; font-size: medium; "&gt;&lt;br /&gt;&lt;/p&gt;&lt;p class="separator" style="margin-top: 0px; margin-right: 0px; margin-bottom: 0px; margin-left: 0px; font-family: 'Times New Roman'; font-size: medium; clear: both; text-align: center; "&gt;&lt;a href="http://4.bp.blogspot.com/-BhoVYFoytc0/TrZ_KVIbSzI/AAAAAAAAABw/E4HFpuWMCN8/s1600/wa704_f.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em; "&gt;&lt;img border="0" height="121" src="http://4.bp.blogspot.com/-BhoVYFoytc0/TrZ_KVIbSzI/AAAAAAAAABw/E4HFpuWMCN8/s200/wa704_f.jpg" width="200" style="cursor: move; " /&gt;&lt;/a&gt;&lt;/p&gt;&lt;p style="margin-top: 0px; margin-right: 0px; margin-bottom: 0px; margin-left: 0px; font-family: 'Times New Roman'; text-align: -webkit-auto; font-size: medium; "&gt;&lt;a href="http://www.mathsisfun.com/platonic_solids.html"&gt;Platonic solids&lt;/a&gt; (tetrahedron, cube, octahedron, dodecahedron, icosahedron)&lt;/p&gt;&lt;p style="margin-top: 0px; margin-right: 0px; margin-bottom: 0px; margin-left: 0px; font-family: 'Times New Roman'; text-align: -webkit-auto; font-size: medium; "&gt;&lt;a href="http://www.mathsisfun.com/geometry/pyramids.html"&gt;Pyramids&lt;/a&gt;&lt;/p&gt;&lt;p style="margin-top: 0px; margin-right: 0px; margin-bottom: 0px; margin-left: 0px; font-family: 'Times New Roman'; text-align: -webkit-auto; font-size: medium; "&gt;&lt;a href="http://www.mathsisfun.com/geometry/prisms.html"&gt;Prisms&lt;/a&gt;&lt;/p&gt;&lt;p style="margin-top: 0px; margin-right: 0px; margin-bottom: 0px; margin-left: 0px; font-family: 'Times New Roman'; text-align: -webkit-auto; font-size: medium; "&gt;&lt;a href="http://www.mathsisfun.com/geometry/cylinder.html"&gt;Cylinder&lt;/a&gt;, &lt;a href="http://www.mathsisfun.com/geometry/cone.html"&gt;cones&lt;/a&gt;, &lt;a href="http://www.mathsisfun.com/geometry/sphere.html"&gt;sphere&lt;/a&gt;&lt;/p&gt;&lt;p style="margin-top: 0px; margin-right: 0px; margin-bottom: 0px; margin-left: 0px; font-family: 'Times New Roman'; text-align: -webkit-auto; font-size: medium; "&gt;&lt;br /&gt;&lt;/p&gt;&lt;p style="margin-top: 0px; margin-right: 0px; margin-bottom: 0px; margin-left: 0px; font-family: 'Times New Roman'; text-align: -webkit-auto; font-size: medium; "&gt;Remember that you have to present by the end of this week your work including:&lt;/p&gt;&lt;p style="margin-top: 0px; margin-right: 0px; margin-bottom: 0px; margin-left: 0px; font-family: 'Times New Roman'; text-align: -webkit-auto; font-size: medium; "&gt;&lt;br /&gt;&lt;/p&gt;&lt;p style="margin-top: 0px; margin-right: 0px; margin-bottom: 0px; margin-left: 0px; font-family: 'Times New Roman'; text-align: -webkit-auto; font-size: medium; "&gt;1. Description of your shape&lt;/p&gt;&lt;p style="margin-top: 0px; margin-right: 0px; margin-bottom: 0px; margin-left: 0px; font-family: 'Times New Roman'; text-align: -webkit-auto; font-size: medium; "&gt;2. Net&lt;/p&gt;&lt;p style="margin-top: 0px; margin-right: 0px; margin-bottom: 0px; margin-left: 0px; font-family: 'Times New Roman'; text-align: -webkit-auto; font-size: medium; "&gt;3. Surface area and volume&lt;/p&gt;&lt;p style="margin-top: 0px; margin-right: 0px; margin-bottom: 0px; margin-left: 0px; font-family: 'Times New Roman'; text-align: -webkit-auto; font-size: medium; "&gt;4. Examples in real life&lt;/p&gt;&lt;p style="margin-top: 0px; margin-right: 0px; margin-bottom: 0px; margin-left: 0px; font-family: 'Times New Roman'; text-align: -webkit-auto; font-size: medium; "&gt;5. Problem&lt;/p&gt;&lt;p style="margin-top: 0px; margin-right: 0px; margin-bottom: 0px; margin-left: 0px; font-family: 'Times New Roman'; text-align: -webkit-auto; font-size: medium; "&gt;&lt;br /&gt;&lt;/p&gt;&lt;p style="margin-top: 0px; margin-right: 0px; margin-bottom: 0px; margin-left: 0px; font-family: 'Times New Roman'; text-align: -webkit-auto; font-size: medium; "&gt;(Deadline: friday, 11th of november)&lt;/p&gt;&lt;p style="margin-top: 0px; margin-right: 0px; margin-bottom: 0px; margin-left: 0px; font-family: 'Times New Roman'; text-align: -webkit-auto; font-size: medium; "&gt;&lt;br /&gt;&lt;/p&gt;&lt;p style="margin-top: 0px; margin-right: 0px; margin-bottom: 0px; margin-left: 0px; font-family: 'Times New Roman'; text-align: -webkit-auto; font-size: medium; "&gt;&lt;br /&gt;&lt;/p&gt;&lt;p style="margin-top: 0px; margin-right: 0px; margin-bottom: 0px; margin-left: 0px; font-family: 'Times New Roman'; text-align: -webkit-auto; font-size: medium; "&gt;If you want to practice or get some ideas or pictures, you can find more exercises here:&lt;/p&gt;&lt;p style="margin-top: 0px; margin-right: 0px; margin-bottom: 0px; margin-left: 0px; font-family: 'Times New Roman'; text-align: -webkit-auto; font-size: medium; "&gt;Surface area of a &lt;a href="http://www.aaastudy.com/geo79_x2.htm"&gt;cube&lt;/a&gt;, &lt;a href="http://www.aaastudy.com/geo79_x9.htm"&gt;rectangular prism&lt;/a&gt;, &lt;a href="http://www.ixl.com/math/grade-8/surface-area-of-pyramids-and-cones"&gt;pyramids and cones&lt;/a&gt;, &lt;a href="http://www.aaastudy.com/geo79x10.htm"&gt;cylinder&lt;/a&gt;, &lt;a href="http://www.ixl.com/math/grade-8/surface-area-of-prisms-and-cylinders"&gt;cylinder and prism&lt;/a&gt;, &lt;/p&gt;&lt;p style="margin-top: 0px; margin-right: 0px; margin-bottom: 0px; margin-left: 0px; font-family: 'Times New Roman'; text-align: -webkit-auto; font-size: medium; "&gt;&lt;br /&gt;&lt;/p&gt;&lt;p style="margin-top: 0px; margin-right: 0px; margin-bottom: 0px; margin-left: 0px; font-family: 'Times New Roman'; text-align: -webkit-auto; font-size: medium; "&gt;Volume of a &lt;a href="http://www.aaastudy.com/geo79_x4.htm"&gt;cube&lt;/a&gt;, &lt;a href="http://www.aaastudy.com/geo79_x7.htm"&gt;rectangular prism&lt;/a&gt;, &lt;a href="http://www.ixl.com/math/grade-8/volume-of-prisms-and-cylinders"&gt;prism and cylinder&lt;/a&gt;, &lt;a href="http://www.aaastudy.com/geo79_x1.htm"&gt;triangular prism&lt;/a&gt;, &lt;a href="http://www.aaastudy.com/geo79_x3.htm"&gt;cone&lt;/a&gt;,  &lt;a href="http://www.ixl.com/math/grade-8/volume-of-pyramids-and-cones"&gt;pyramid and cone&lt;/a&gt;, &lt;a href="http://www.aaastudy.com/geo79_x5.htm"&gt;cylinder&lt;/a&gt;, &lt;a href="http://www.aaastudy.com/geo79_x6.htm"&gt;pyramid&lt;/a&gt;, &lt;a href="http://www.aaastudy.com/geo79_x8.htm"&gt;sphere&lt;/a&gt;&lt;/p&gt;&lt;p style="margin-top: 0px; margin-right: 0px; margin-bottom: 0px; margin-left: 0px; font-family: 'Times New Roman'; text-align: -webkit-auto; font-size: medium; "&gt;&lt;br /&gt;&lt;/p&gt;&lt;p style="margin-top: 0px; margin-right: 0px; margin-bottom: 0px; margin-left: 0px; font-family: 'Times New Roman'; text-align: -webkit-auto; font-size: medium; "&gt;Volume and surface area of &lt;a href="http://www.ixl.com/math/grade-8/volume-and-surface-area-of-spheres"&gt;sphere&lt;/a&gt;&lt;/p&gt;&lt;p style="margin-top: 0px; margin-right: 0px; margin-bottom: 0px; margin-left: 0px; font-family: 'Times New Roman'; text-align: -webkit-auto; font-size: medium; "&gt;&lt;br /&gt;&lt;/p&gt;&lt;p style="margin-top: 0px; margin-right: 0px; margin-bottom: 0px; margin-left: 0px; font-family: 'Times New Roman'; text-align: -webkit-auto; font-size: medium; "&gt;Take care,&lt;/p&gt;&lt;p style="margin-top: 0px; margin-right: 0px; margin-bottom: 0px; margin-left: 0px; font-family: 'Times New Roman'; text-align: -webkit-auto; font-size: medium; "&gt;&lt;br /&gt;&lt;/p&gt;&lt;p style="margin-top: 0px; margin-right: 0px; margin-bottom: 0px; margin-left: 0px; font-family: 'Times New Roman'; text-align: -webkit-auto; font-size: medium; "&gt;ALICIA&lt;/p&gt;&lt;p&gt;&lt;/p&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3546922957457071127-672742254791138188?l=europeansectionarcipreste.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://europeansectionarcipreste.blogspot.com/feeds/672742254791138188/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://europeansectionarcipreste.blogspot.com/2011/11/hi-all-these-days-we-have-been-working.html#comment-form' title='2 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3546922957457071127/posts/default/672742254791138188'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3546922957457071127/posts/default/672742254791138188'/><link rel='alternate' type='text/html' href='http://europeansectionarcipreste.blogspot.com/2011/11/hi-all-these-days-we-have-been-working.html' title='Surface area and Volume, part I'/><author><name>Alicia</name><uri>http://www.blogger.com/profile/18196516997891632132</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://4.bp.blogspot.com/-BhoVYFoytc0/TrZ_KVIbSzI/AAAAAAAAABw/E4HFpuWMCN8/s72-c/wa704_f.jpg' height='72' width='72'/><thr:total>2</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3546922957457071127.post-1378494659270939138</id><published>2011-11-01T17:36:00.005+01:00</published><updated>2011-11-01T17:44:54.985+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='grammar'/><category scheme='http://www.blogger.com/atom/ns#' term='English'/><title type='text'>Present simple or present continuous?</title><content type='html'>&lt;a href="http://1.bp.blogspot.com/-IEI3jl5fSpQ/TrAghTfdJ0I/AAAAAAAAAXE/_6VhxQy6bQ8/s1600/PRESENT"&gt;&lt;img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;width: 320px; height: 240px;" src="http://1.bp.blogspot.com/-IEI3jl5fSpQ/TrAghTfdJ0I/AAAAAAAAAXE/_6VhxQy6bQ8/s400/PRESENT" border="0" alt=""id="BLOGGER_PHOTO_ID_5670067687399434050" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;If you want to know when you should use the present simple or the present continuous, click &lt;a href="http://dl.dropbox.com/u/14751509/Simple%20and%20continuos%20present.lnk"&gt;here&lt;/a&gt;. You also have a web to practise if you need.&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3546922957457071127-1378494659270939138?l=europeansectionarcipreste.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://europeansectionarcipreste.blogspot.com/feeds/1378494659270939138/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://europeansectionarcipreste.blogspot.com/2011/11/present-simple-or-present-continuous.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3546922957457071127/posts/default/1378494659270939138'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3546922957457071127/posts/default/1378494659270939138'/><link rel='alternate' type='text/html' href='http://europeansectionarcipreste.blogspot.com/2011/11/present-simple-or-present-continuous.html' title='Present simple or present continuous?'/><author><name>Magda</name><uri>http://www.blogger.com/profile/16722391506504477212</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='33' height='25' src='http://2.bp.blogspot.com/-rxqhhJxn3eY/Tm92IM74HRI/AAAAAAAAAUw/VWf46Awd2lc/s220/escuela%2Bpublica%2B1.bmp'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://1.bp.blogspot.com/-IEI3jl5fSpQ/TrAghTfdJ0I/AAAAAAAAAXE/_6VhxQy6bQ8/s72-c/PRESENT' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3546922957457071127.post-4833455876853714925</id><published>2011-11-01T16:41:00.005+01:00</published><updated>2011-11-01T17:00:35.188+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='General'/><title type='text'>Your Halloween cakes</title><content type='html'>&lt;a href="http://3.bp.blogspot.com/-4NsXrwXmbzg/TrAWnEv4MDI/AAAAAAAAAW4/23N2YvjQPto/s1600/DSCN2608.JPG"&gt;&lt;img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;width: 400px; height: 300px;" src="http://3.bp.blogspot.com/-4NsXrwXmbzg/TrAWnEv4MDI/AAAAAAAAAW4/23N2YvjQPto/s400/DSCN2608.JPG" border="0" alt=""id="BLOGGER_PHOTO_ID_5670056791404720178" /&gt;&lt;/a&gt;&lt;br /&gt;Thank you very much for all the scary (and tasty) cakes you did. &lt;br /&gt;&lt;br /&gt;Here you can see some &lt;a href="http://dl.dropbox.com/u/14751509/DSCN2611.JPG"&gt;sweet spiders&lt;/a&gt;, a &lt;a href="http://dl.dropbox.com/u/14751509/DSCN2618.JPG"&gt;terrific graveyard&lt;/a&gt;, some tasty &lt;a href="http://dl.dropbox.com/u/14751509/DSCN2639.JPG"&gt;pumpkins&lt;/a&gt;, a special &lt;a href="http://dl.dropbox.com/u/14751509/DSCN2630.JPG"&gt;skull&lt;/a&gt;, some funny &lt;a href="http://dl.dropbox.com/u/14751509/DSCN2619.JPG"&gt;bats&lt;/a&gt; and a &lt;a href="http://dl.dropbox.com/u/14751509/DSCN2607.JPG"&gt;cobweb&lt;/a&gt;... but there were more wonderful cakes. You have made an excellent work.&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3546922957457071127-4833455876853714925?l=europeansectionarcipreste.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://europeansectionarcipreste.blogspot.com/feeds/4833455876853714925/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://europeansectionarcipreste.blogspot.com/2011/11/your-halloween-cakes.html#comment-form' title='1 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3546922957457071127/posts/default/4833455876853714925'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3546922957457071127/posts/default/4833455876853714925'/><link rel='alternate' type='text/html' href='http://europeansectionarcipreste.blogspot.com/2011/11/your-halloween-cakes.html' title='Your Halloween cakes'/><author><name>Magda</name><uri>http://www.blogger.com/profile/16722391506504477212</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='33' height='25' src='http://2.bp.blogspot.com/-rxqhhJxn3eY/Tm92IM74HRI/AAAAAAAAAUw/VWf46Awd2lc/s220/escuela%2Bpublica%2B1.bmp'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://3.bp.blogspot.com/-4NsXrwXmbzg/TrAWnEv4MDI/AAAAAAAAAW4/23N2YvjQPto/s72-c/DSCN2608.JPG' height='72' width='72'/><thr:total>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3546922957457071127.post-4414528761292238338</id><published>2011-10-27T22:38:00.004+02:00</published><updated>2011-10-27T22:56:08.103+02:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Social Sciences'/><title type='text'>DO YOU WANT A HIGHER MARK?</title><content type='html'>Hello, my dear pupils!&lt;br /&gt;&lt;br /&gt;Do you want a higher mark in Social Sciences? Well, in case you get bored this long weekend, you can do this optional task about population pyramids and send your Power Point presentation to my e-mail: arcihistoria@gmail.com&lt;br /&gt;&lt;br /&gt;&lt;a href="http://dl.dropbox.com/u/14071648/optional%20task.ppt"&gt;Optional task&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;Bye!&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3546922957457071127-4414528761292238338?l=europeansectionarcipreste.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://europeansectionarcipreste.blogspot.com/feeds/4414528761292238338/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://europeansectionarcipreste.blogspot.com/2011/10/do-you-want-higher-mark.html#comment-form' title='2 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3546922957457071127/posts/default/4414528761292238338'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3546922957457071127/posts/default/4414528761292238338'/><link rel='alternate' type='text/html' href='http://europeansectionarcipreste.blogspot.com/2011/10/do-you-want-higher-mark.html' title='DO YOU WANT A HIGHER MARK?'/><author><name>Pilar</name><uri>http://www.blogger.com/profile/03369145252888257835</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>2</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3546922957457071127.post-895388472568569942</id><published>2011-10-27T22:00:00.001+02:00</published><updated>2011-10-27T22:55:58.727+02:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Social Sciences'/><title type='text'>POPULATION PYRAMIDS</title><content type='html'>&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://2.bp.blogspot.com/_dDHQf2799qs/TMnmmv8c4uI/AAAAAAAAAAM/UqDonzq5Wao/s1600/pir%C3%A1mide.jpg"&gt;&lt;img style="float: right; margin: 0pt 0pt 10px 10px; cursor: pointer; width: 320px; height: 196px;" src="http://2.bp.blogspot.com/_dDHQf2799qs/TMnmmv8c4uI/AAAAAAAAAAM/UqDonzq5Wao/s320/pir%C3%A1mide.jpg" alt="" id="BLOGGER_PHOTO_ID_5533207170580800226" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;In the Social Science class, our pupils from the 2nd year of ESO have been working on population pyramids.  Here you have a powerpoint presentation that will help you to deepen on what we have been doing in class.  I hope you will like it.&lt;br /&gt;YOUR TEACHER, PILAR.&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;En la clase de Ciencias Sociales, nuestros alumnos de 2 ESO han estado trabajando las pirámides de población.  Aquí tenéis una presentación de diapositivas que os ayudará a profundizar en lo que hemos estado haciendo.  Espero que os guste.&lt;br /&gt;VUESTRA PROFESORA, PILAR.&lt;br /&gt;&lt;br /&gt;&lt;a href="http://dl.dropbox.com/u/14071648/populationpyramids-1.ppt"&gt;Descargar archivo&lt;/a&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3546922957457071127-895388472568569942?l=europeansectionarcipreste.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://europeansectionarcipreste.blogspot.com/feeds/895388472568569942/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://europeansectionarcipreste.blogspot.com/2010/10/population-pyramids.html#comment-form' title='3 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3546922957457071127/posts/default/895388472568569942'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3546922957457071127/posts/default/895388472568569942'/><link rel='alternate' type='text/html' href='http://europeansectionarcipreste.blogspot.com/2010/10/population-pyramids.html' title='POPULATION PYRAMIDS'/><author><name>Pilar</name><uri>http://www.blogger.com/profile/03369145252888257835</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://2.bp.blogspot.com/_dDHQf2799qs/TMnmmv8c4uI/AAAAAAAAAAM/UqDonzq5Wao/s72-c/pir%C3%A1mide.jpg' height='72' width='72'/><thr:total>3</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3546922957457071127.post-5158902714261176858</id><published>2011-10-27T12:05:00.007+02:00</published><updated>2011-10-27T12:20:05.210+02:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='1 ESO Maths'/><category scheme='http://www.blogger.com/atom/ns#' term='Maths'/><title type='text'>Family tree and powers</title><content type='html'>Here you have the best family trees in 1ºESO DE:&lt;br /&gt;&lt;br /&gt;Valentina López:&lt;br /&gt;&lt;a href="http://1.bp.blogspot.com/-Od5Gf2opl0E/Tqkv4pmv6XI/AAAAAAAAAFc/rqAwwhutUJs/s1600/valentina%2Bl%25C3%25B3pez%2B001.jpg"&gt;&lt;img style="display: block; margin: 0px auto 10px; text-align: center; cursor: pointer; width: 320px; height: 232px;" src="http://1.bp.blogspot.com/-Od5Gf2opl0E/Tqkv4pmv6XI/AAAAAAAAAFc/rqAwwhutUJs/s320/valentina%2Bl%25C3%25B3pez%2B001.jpg" alt="" id="BLOGGER_PHOTO_ID_5668114256310036850" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;Laura Patricia Baldera:&lt;br /&gt;&lt;a href="http://1.bp.blogspot.com/-q6MZ7IyF5q4/TqkvJ9rmhLI/AAAAAAAAAE4/avYXqUx-w7w/s1600/laura%2Bbaldera%2B001.jpg"&gt;&lt;img style="display: block; margin: 0px auto 10px; text-align: center; cursor: pointer; width: 320px; height: 232px;" src="http://1.bp.blogspot.com/-q6MZ7IyF5q4/TqkvJ9rmhLI/AAAAAAAAAE4/avYXqUx-w7w/s320/laura%2Bbaldera%2B001.jpg" alt="" id="BLOGGER_PHOTO_ID_5668113454245250226" border="0" /&gt;&lt;/a&gt;María B. Castillejo:&lt;br /&gt;&lt;a href="http://1.bp.blogspot.com/-8pvGJ4QA2bs/TqkvV5MmXNI/AAAAAAAAAFE/XDNZKeog0_w/s1600/maria%2Bcastillejo%2B001.jpg"&gt;&lt;img style="display: block; margin: 0px auto 10px; text-align: center; cursor: pointer; width: 320px; height: 232px;" src="http://1.bp.blogspot.com/-8pvGJ4QA2bs/TqkvV5MmXNI/AAAAAAAAAFE/XDNZKeog0_w/s320/maria%2Bcastillejo%2B001.jpg" alt="" id="BLOGGER_PHOTO_ID_5668113659199904978" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;Marina Liñán:&lt;br /&gt;&lt;a href="http://2.bp.blogspot.com/-wa8SNdsf8P4/Tqkvqm4Ie-I/AAAAAAAAAFQ/pGoeVhtBQtE/s1600/MARINA%2BLI%25C3%2591%25C3%2581N%2B001.jpg"&gt;&lt;img style="display: block; margin: 0px auto 10px; text-align: center; cursor: pointer; width: 320px; height: 232px;" src="http://2.bp.blogspot.com/-wa8SNdsf8P4/Tqkvqm4Ie-I/AAAAAAAAAFQ/pGoeVhtBQtE/s320/MARINA%2BLI%25C3%2591%25C3%2581N%2B001.jpg" alt="" id="BLOGGER_PHOTO_ID_5668114015059475426" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;We studied the relationship between powers and ancestors, I write here a brief summary:&lt;br /&gt;&lt;br /&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt; 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padding: 0cm 5.4pt;" valign="top" width="28"&gt;   &lt;p class="MsoNormal" style="margin-bottom: 0.0001pt; line-height: normal;"&gt;2&lt;sup&gt;1&lt;/sup&gt;&lt;/p&gt;   &lt;/td&gt;   &lt;td style="width: 66.2pt; border-width: 1pt 1pt 1pt medium; border-style: solid solid solid none; border-color: black black black -moz-use-text-color; padding: 0cm 5.4pt;" valign="top" width="88"&gt;   &lt;p class="MsoNormal" style="margin-bottom: 0.0001pt; line-height: normal;"&gt;2&lt;/p&gt;   &lt;/td&gt;  &lt;/tr&gt;  &lt;tr style=""&gt;   &lt;td style="width: 108.05pt; border-width: medium 1pt 1pt; border-style: none solid solid; border-color: -moz-use-text-color black black; padding: 0cm 5.4pt;" valign="top" width="144"&gt;   &lt;p class="MsoNormal" style="margin-bottom: 0.0001pt; line-height: normal;"&gt;Grandparents&lt;/p&gt;   &lt;/td&gt;   &lt;td style="width: 24.95pt; border-width: medium 1pt 1pt medium; border-style: none solid solid none; border-color: -moz-use-text-color black black -moz-use-text-color; padding: 0cm 5.4pt;" valign="top" width="33"&gt;   &lt;p class="MsoNormal" style="margin-bottom: 0.0001pt; line-height: normal;"&gt;4&lt;/p&gt;   &lt;/td&gt;   &lt;td style="width: 21.25pt; border-width: medium 1pt 1pt medium; border-style: none solid solid none; border-color: -moz-use-text-color black black -moz-use-text-color; padding: 0cm 5.4pt;" valign="top" width="28"&gt;   &lt;p class="MsoNormal" style="margin-bottom: 0.0001pt; line-height: normal;"&gt;2&lt;sup&gt;2&lt;/sup&gt;&lt;/p&gt;   &lt;/td&gt;   &lt;td style="width: 66.2pt; border-width: medium 1pt 1pt medium; border-style: none solid solid none; border-color: -moz-use-text-color black black -moz-use-text-color; padding: 0cm 5.4pt;" valign="top" width="88"&gt;   &lt;p class="MsoNormal" style="margin-bottom: 0.0001pt; line-height: normal;"&gt;2*2 =4&lt;/p&gt;   &lt;/td&gt;  &lt;/tr&gt;  &lt;tr style=""&gt;   &lt;td style="width: 108.05pt; border-width: medium 1pt 1pt; border-style: none solid solid; border-color: -moz-use-text-color black black; padding: 0cm 5.4pt;" valign="top" width="144"&gt;   &lt;p class="MsoNormal" style="margin-bottom: 0.0001pt; line-height: normal;"&gt;Great-grandparents&lt;/p&gt;   &lt;/td&gt;   &lt;td style="width: 24.95pt; border-width: medium 1pt 1pt medium; border-style: none solid solid none; border-color: -moz-use-text-color black black -moz-use-text-color; padding: 0cm 5.4pt;" valign="top" width="33"&gt;   &lt;p class="MsoNormal" style="margin-bottom: 0.0001pt; line-height: normal;"&gt;8&lt;/p&gt;   &lt;/td&gt;   &lt;td style="width: 21.25pt; border-width: medium 1pt 1pt medium; border-style: none solid solid none; border-color: -moz-use-text-color black black -moz-use-text-color; padding: 0cm 5.4pt;" valign="top" width="28"&gt;   &lt;p class="MsoNormal" style="margin-bottom: 0.0001pt; line-height: normal;"&gt;2&lt;sup&gt;3&lt;/sup&gt;&lt;/p&gt;   &lt;/td&gt;   &lt;td style="width: 66.2pt; border-width: medium 1pt 1pt medium; border-style: none solid solid none; border-color: -moz-use-text-color black black -moz-use-text-color; padding: 0cm 5.4pt;" valign="top" width="88"&gt;   &lt;p class="MsoNormal" style="margin-bottom: 0.0001pt; line-height: normal;"&gt;2*2*2=8&lt;/p&gt;   &lt;/td&gt;  &lt;/tr&gt;  &lt;tr style=""&gt;   &lt;td style="width: 108.05pt; border-width: medium 1pt 1pt; border-style: none solid solid; border-color: -moz-use-text-color black black; padding: 0cm 5.4pt;" valign="top" width="144"&gt;   &lt;p class="MsoNormal" style="margin-bottom: 0.0001pt; line-height: normal;"&gt;Great-great-grandparents&lt;/p&gt;   &lt;/td&gt;   &lt;td style="width: 24.95pt; border-width: medium 1pt 1pt medium; border-style: none solid solid none; border-color: -moz-use-text-color black black -moz-use-text-color; padding: 0cm 5.4pt;" valign="top" width="33"&gt;   &lt;p class="MsoNormal" style="margin-bottom: 0.0001pt; line-height: normal;"&gt;16&lt;/p&gt;   &lt;/td&gt;   &lt;td style="width: 21.25pt; border-width: medium 1pt 1pt medium; border-style: none solid solid none; border-color: -moz-use-text-color black black -moz-use-text-color; padding: 0cm 5.4pt;" valign="top" width="28"&gt;   &lt;p class="MsoNormal" style="margin-bottom: 0.0001pt; line-height: normal;"&gt;2&lt;sup&gt;4&lt;/sup&gt;&lt;/p&gt;   &lt;/td&gt;   &lt;td style="width: 66.2pt; border-width: medium 1pt 1pt medium; border-style: none solid solid none; border-color: -moz-use-text-color black black -moz-use-text-color; padding: 0cm 5.4pt;" valign="top" width="88"&gt;   &lt;p class="MsoNormal" style="margin-bottom: 0.0001pt; line-height: normal;"&gt;2*2*2*2=16&lt;/p&gt;   &lt;/td&gt;  &lt;/tr&gt;  &lt;tr style=""&gt;   &lt;td style="width: 108.05pt; border-width: medium 1pt 1pt; border-style: none solid solid; border-color: -moz-use-text-color black black; padding: 0cm 5.4pt;" valign="top" width="144"&gt;   &lt;p class="MsoNormal" style="margin-bottom: 0.0001pt; line-height: normal;"&gt;Great-great-great-grandparents&lt;/p&gt;   &lt;/td&gt;   &lt;td style="width: 24.95pt; border-width: medium 1pt 1pt medium; border-style: none solid solid none; border-color: -moz-use-text-color black black -moz-use-text-color; padding: 0cm 5.4pt;" valign="top" width="33"&gt;   &lt;p class="MsoNormal" style="margin-bottom: 0.0001pt; line-height: normal;"&gt;32&lt;/p&gt;   &lt;/td&gt;   &lt;td style="width: 21.25pt; border-width: medium 1pt 1pt medium; border-style: none solid solid none; border-color: -moz-use-text-color black black -moz-use-text-color; padding: 0cm 5.4pt;" valign="top" width="28"&gt;   &lt;p class="MsoNormal" style="margin-bottom: 0.0001pt; line-height: normal;"&gt;2&lt;sup&gt;5&lt;/sup&gt;&lt;/p&gt;   &lt;/td&gt;   &lt;td style="width: 66.2pt; border-width: medium 1pt 1pt medium; border-style: none solid solid none; border-color: -moz-use-text-color black black -moz-use-text-color; padding: 0cm 5.4pt;" valign="top" width="88"&gt;   &lt;p class="MsoNormal" style="margin-bottom: 0.0001pt; line-height: normal;"&gt;2*2*2*2*2=32&lt;/p&gt;   &lt;/td&gt;  &lt;/tr&gt; &lt;/tbody&gt;&lt;/table&gt;&lt;br /&gt;&lt;br /&gt;Take care,&lt;br /&gt;&lt;br /&gt;ALICIA&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3546922957457071127-5158902714261176858?l=europeansectionarcipreste.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://europeansectionarcipreste.blogspot.com/feeds/5158902714261176858/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://europeansectionarcipreste.blogspot.com/2011/10/family-tree-and-powers.html#comment-form' title='3 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3546922957457071127/posts/default/5158902714261176858'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3546922957457071127/posts/default/5158902714261176858'/><link rel='alternate' type='text/html' href='http://europeansectionarcipreste.blogspot.com/2011/10/family-tree-and-powers.html' title='Family tree and powers'/><author><name>Alicia</name><uri>http://www.blogger.com/profile/18196516997891632132</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://1.bp.blogspot.com/-Od5Gf2opl0E/Tqkv4pmv6XI/AAAAAAAAAFc/rqAwwhutUJs/s72-c/valentina%2Bl%25C3%25B3pez%2B001.jpg' height='72' width='72'/><thr:total>3</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3546922957457071127.post-4099288417173066606</id><published>2011-10-25T12:17:00.001+02:00</published><updated>2011-10-25T12:19:28.095+02:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='1 ESO Maths'/><category scheme='http://www.blogger.com/atom/ns#' term='Maths'/><title type='text'>Square roots</title><content type='html'>&lt;div class="MsoNormal" style="line-height: normal;"&gt;&lt;p&gt;&lt;span style=";font-family:&amp;quot;;font-size:12pt;"  lang="EN-US" &gt;The opposite of squaring a number is called finding the &lt;b&gt;square root&lt;/b&gt;.&lt;/span&gt;&lt;/p&gt;&lt;/div&gt;&lt;p class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://3.bp.blogspot.com/-Ftm3QghGJiY/TqaKBceK2BI/AAAAAAAAABQ/o39rySfJTdk/s1600/square-vs-square-root.gif" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img src="http://3.bp.blogspot.com/-Ftm3QghGJiY/TqaKBceK2BI/AAAAAAAAABQ/o39rySfJTdk/s1600/square-vs-square-root.gif" border="0" /&gt;&lt;/a&gt;&lt;/p&gt;&lt;div class="MsoNormal" style="line-height: normal;"&gt;&lt;p&gt;&lt;span style=";font-family:&amp;quot;;font-size:12pt;"  lang="EN-US" &gt;See some examples &lt;/span&gt;&lt;span style=";font-family:&amp;quot;;font-size:12pt;"  &gt;&lt;a href="http://www.bbc.co.uk/schools/ks3bitesize/maths/number/powers_roots/revise4.shtml"&gt;&lt;span style="color: rgb(0, 0, 255);" lang="EN-US"&gt;here&lt;/span&gt;&lt;/a&gt;&lt;/span&gt;&lt;span style=";font-family:&amp;quot;;font-size:12pt;"  lang="EN-US" &gt;.&lt;/span&gt;&lt;/p&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal;"&gt;&lt;p&gt;&lt;span style=";font-family:&amp;quot;;font-size:12pt;"  lang="EN-US" &gt;A square root of a number is a value that can be&lt;b&gt; multiplied by itself&lt;/b&gt; to give the original number.&lt;/span&gt;&lt;/p&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal;"&gt;&lt;p&gt;&lt;span style=";font-family:&amp;quot;;font-size:12pt;"  lang="EN-US" &gt;A square root of &lt;b&gt;9&lt;/b&gt; is &lt;b&gt;3&lt;/b&gt;, because &lt;b&gt;when 3 is multiplied by itself&lt;/b&gt; you get &lt;b&gt;9&lt;/b&gt;.&lt;/span&gt;&lt;/p&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal;"&gt;&lt;p&gt;&lt;span style=";font-family:&amp;quot;;font-size:12pt;"  lang="EN-US" &gt;It is like asking:&lt;/span&gt;&lt;/p&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; text-align: center;" align="center"&gt;&lt;p&gt;&lt;span style=";font-family:&amp;quot;;font-size:12pt;"  lang="EN-US" &gt;What can I multiply by itself to get this?&lt;/span&gt;&lt;/p&gt;&lt;/div&gt;&lt;div align="center"&gt;&lt;table class="MsoNormalTable" style="width: 80%;" border="0" cellpadding="0"&gt;&lt;tbody&gt; &lt;tr&gt;   &lt;td style="padding: 0.75pt;"&gt;&lt;p class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://3.bp.blogspot.com/-GS1bSGlC5j4/TqaLdV6lrtI/AAAAAAAAABg/-kUkSANtxJI/s1600/tree-root.jpg" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img src="http://3.bp.blogspot.com/-GS1bSGlC5j4/TqaLdV6lrtI/AAAAAAAAABg/-kUkSANtxJI/s1600/tree-root.jpg" border="0" /&gt;&lt;/a&gt;&lt;/p&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;"&gt;&lt;p&gt;&lt;span style=";font-family:&amp;quot;;font-size:12pt;"  &gt;&lt;br /&gt;&lt;/span&gt;&lt;/p&gt;&lt;/div&gt;&lt;/td&gt;   &lt;td style="padding: 0.75pt;"&gt;&lt;div class="MsoNormal" style="line-height: normal;"&gt;&lt;p&gt;&lt;b&gt;&lt;span style=";font-family:&amp;quot;;font-size:12pt;"  lang="EN-US" &gt;To help you remember&lt;/span&gt;&lt;/b&gt;&lt;span style=";font-family:&amp;quot;;font-size:12pt;"  lang="EN-US" &gt; think of the root of a tree: &lt;/span&gt;&lt;/p&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; text-align: center;" align="center"&gt;&lt;p&gt;&lt;i&gt;&lt;span style=";font-family:&amp;quot;;font-size:12pt;"  lang="EN-US" &gt;"I   know the tree, but what is the root that produced it?&lt;/span&gt;&lt;/i&gt;&lt;span style=";font-family:&amp;quot;;font-size:12pt;"  lang="EN-US" &gt;"&lt;/span&gt;&lt;/p&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal;"&gt;&lt;p&gt;&lt;span style=";font-family:&amp;quot;;font-size:12pt;"  lang="EN-US" &gt;In this case the tree is   "9", and the root is "3"&lt;/span&gt;&lt;/p&gt;&lt;/div&gt;&lt;/td&gt;  &lt;/tr&gt; &lt;/tbody&gt;&lt;/table&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal;"&gt;&lt;p&gt;&lt;span style=";font-family:&amp;quot;;font-size:12pt;"  lang="EN-US" &gt;Here are some more squares and square roots: &lt;/span&gt;&lt;/p&gt;&lt;/div&gt;&lt;div align="center"&gt;&lt;table class="MsoNormalTable" border="0" cellpadding="0" cellspacing="4"&gt;&lt;tbody&gt; &lt;tr&gt;   &lt;td colspan="3" style="background: none repeat scroll 0% 0% rgb(255, 204, 255); padding: 3pt;"&gt;&lt;p class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://3.bp.blogspot.com/-z3aXM3T1LTU/TqaLyh1yK4I/AAAAAAAAABo/Yj-RAaYOgyk/s1600/powers-square-arrows.gif" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img src="http://3.bp.blogspot.com/-z3aXM3T1LTU/TqaLyh1yK4I/AAAAAAAAABo/Yj-RAaYOgyk/s1600/powers-square-arrows.gif" border="0" /&gt;&lt;/a&gt;&lt;/p&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: center;" align="center"&gt;&lt;p&gt;&lt;span style=";font-family:&amp;quot;;font-size:12pt;"  &gt;&lt;br /&gt;&lt;/span&gt;&lt;/p&gt;&lt;/div&gt;&lt;/td&gt;  &lt;/tr&gt; &lt;tr&gt;   &lt;td style="background: none repeat scroll 0% 0% rgb(255, 204, 255); padding: 3pt; width: 33%;" width="33%"&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: center;" align="center"&gt;&lt;p&gt;&lt;span style=";font-family:&amp;quot;;font-size:12pt;"  &gt;4&lt;/span&gt;&lt;/p&gt;&lt;/div&gt;&lt;/td&gt;   &lt;td style="background: none repeat scroll 0% 0% rgb(255, 204, 255); padding: 3pt; width: 33%;" width="33%"&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: center;" align="center"&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;/div&gt;&lt;/td&gt;   &lt;td style="background: none repeat scroll 0% 0% rgb(255, 204, 255); padding: 3pt; width: 33%;" width="33%"&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: center;" align="center"&gt;&lt;p&gt;&lt;span style=";font-family:&amp;quot;;font-size:12pt;"  &gt;16&lt;/span&gt;&lt;/p&gt;&lt;/div&gt;&lt;/td&gt;  &lt;/tr&gt; &lt;tr&gt;   &lt;td style="background: none repeat scroll 0% 0% rgb(102, 255, 153); padding: 3pt; width: 33%;" width="33%"&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: center;" align="center"&gt;&lt;p&gt;&lt;span style=";font-family:&amp;quot;;font-size:12pt;"  &gt;5&lt;/span&gt;&lt;/p&gt;&lt;/div&gt;&lt;/td&gt;   &lt;td style="background: none repeat scroll 0% 0% rgb(102, 255, 153); padding: 3pt; width: 33%;" width="33%"&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: center;" align="center"&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;/div&gt;&lt;/td&gt;   &lt;td style="background: none repeat scroll 0% 0% rgb(102, 255, 153); padding: 3pt; width: 33%;" width="33%"&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: center;" align="center"&gt;&lt;p&gt;&lt;span style=";font-family:&amp;quot;;font-size:12pt;"  &gt;25&lt;/span&gt;&lt;/p&gt;&lt;/div&gt;&lt;/td&gt;  &lt;/tr&gt; &lt;tr&gt;   &lt;td style="background: none repeat scroll 0% 0% rgb(102, 204, 204); padding: 3pt; width: 33%;" width="33%"&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: center;" align="center"&gt;&lt;p&gt;&lt;span style=";font-family:&amp;quot;;font-size:12pt;"  &gt;6&lt;/span&gt;&lt;/p&gt;&lt;/div&gt;&lt;/td&gt;   &lt;td style="background: none repeat scroll 0% 0% rgb(102, 204, 204); padding: 3pt; width: 33%;" width="33%"&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: center;" align="center"&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;/div&gt;&lt;/td&gt;   &lt;td style="background: none repeat scroll 0% 0% rgb(102, 204, 204); padding: 3pt; width: 33%;" width="33%"&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: center;" align="center"&gt;&lt;p&gt;&lt;span style=";font-family:&amp;quot;;font-size:12pt;"  &gt;36&lt;/span&gt;&lt;/p&gt;&lt;/div&gt;&lt;/td&gt;  &lt;/tr&gt; &lt;/tbody&gt;&lt;/table&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal;"&gt;&lt;p&gt;&lt;span style=";font-family:&amp;quot;;font-size:12pt;"  lang="EN-US" &gt;These are the first perfect squares:&lt;/span&gt;&lt;/p&gt;&lt;/div&gt;&lt;p class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://2.bp.blogspot.com/-0DSkjmHaOug/TqaK3dCW6MI/AAAAAAAAABY/cX1SaJmZj-s/s1600/02-exponents-definition-01.gif" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img src="http://2.bp.blogspot.com/-0DSkjmHaOug/TqaK3dCW6MI/AAAAAAAAABY/cX1SaJmZj-s/s320/02-exponents-definition-01.gif" width="320" border="0" height="142" /&gt;&lt;/a&gt;&lt;/p&gt;&lt;div class="MsoNormal" style="line-height: normal;"&gt;&lt;p&gt;&lt;span style=";font-family:&amp;quot;;font-size:12pt;"  lang="EN-US" &gt;It is easy to work out the square root of a perfect square, but it is &lt;b&gt;really hard&lt;/b&gt; to work out other square roots.&lt;/span&gt;&lt;/p&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal;"&gt;&lt;p&gt;&lt;b&gt;&lt;span style=";font-family:&amp;quot;;font-size:13.5pt;"  lang="EN-US" &gt;Example: what is √10?&lt;/span&gt;&lt;/b&gt;&lt;/p&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal;"&gt;&lt;p&gt;&lt;span style=";font-family:&amp;quot;;font-size:12pt;"  lang="EN-US" &gt;Well, 3 × 3 = 9 and 4 × 4 = 16, so we can guess the answer is between 3 and 4. &lt;/span&gt;&lt;/p&gt;&lt;/div&gt;&lt;ul type="disc"&gt;&lt;li class="MsoNormal" style="line-height: normal;"&gt;&lt;span style=";font-family:&amp;quot;;font-size:12pt;"  &gt;Let's try 3.5: &lt;i&gt;3.5 × 3.5 =      12.25&lt;/i&gt;&lt;/span&gt;&lt;/li&gt;&lt;li class="MsoNormal" style="line-height: normal;"&gt;&lt;span style=";font-family:&amp;quot;;font-size:12pt;"  &gt;Let's try 3.2: &lt;i&gt;3.2 × 3.2 =      10.24&lt;/i&gt;&lt;/span&gt;&lt;/li&gt;&lt;li class="MsoNormal" style="line-height: normal;"&gt;&lt;span style=";font-family:&amp;quot;;font-size:12pt;"  &gt;Let's try 3.1: &lt;i&gt;3.1 × 3.1 =      9.61&lt;/i&gt;&lt;/span&gt;&lt;/li&gt;&lt;li class="MsoNormal" style="line-height: normal;"&gt;&lt;span style=";font-family:&amp;quot;;font-size:12pt;"  &gt;...&lt;/span&gt;&lt;/li&gt;&lt;/ul&gt;&lt;div class="MsoNormal" style="line-height: normal;"&gt;&lt;p&gt;&lt;span style=";font-family:&amp;quot;;font-size:12pt;"  lang="EN-US" &gt;Getting closer to 10, but it will take a long time to get a good answer! &lt;/span&gt;&lt;/p&gt;&lt;/div&gt;&lt;div align="center"&gt;&lt;table class="MsoNormalTable" border="0" cellpadding="0"&gt;&lt;tbody&gt;&lt;tr&gt;&lt;td style="padding: 0.75pt;"&gt;&lt;br /&gt;&lt;/td&gt;   &lt;td style="padding: 0.75pt;"&gt;&lt;div class="MsoNormal" style="line-height: normal;"&gt;&lt;p&gt;&lt;span style=";font-family:&amp;quot;;font-size:12pt;"  lang="EN-US" &gt;At this point, I get out my &lt;b&gt;  calculator&lt;/b&gt; and it says: &lt;/span&gt;&lt;/p&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; text-align: center;" align="center"&gt;&lt;p&gt;&lt;i&gt;&lt;span style=";font-family:&amp;quot;;font-size:12pt;"  lang="EN-US" &gt;3.1622776601683793319988935444327&lt;/span&gt;&lt;/i&gt;&lt;/p&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; text-align: center;" align="center"&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal;"&gt;&lt;p&gt;&lt;span style=";font-family:&amp;quot;;font-size:12pt;"  lang="EN-US" &gt;But the digits just go on   and on, without any pattern. &lt;/span&gt;&lt;/p&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal;"&gt;&lt;p&gt;&lt;span style=";font-family:&amp;quot;;font-size:12pt;"  lang="EN-US" &gt;So even the calculator's   answer is &lt;b&gt;only an &lt;i&gt;approximation&lt;/i&gt; ! &lt;/b&gt;&lt;/span&gt;&lt;/p&gt;&lt;/div&gt;&lt;/td&gt;  &lt;/tr&gt; &lt;/tbody&gt;&lt;/table&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal;"&gt;&lt;p&gt;&lt;b&gt;&lt;span style=";font-family:&amp;quot;;font-size:18pt;"  lang="EN-US" &gt;The Easiest Way to Calculate a Square Root&lt;/span&gt;&lt;/b&gt;&lt;/p&gt;&lt;/div&gt;&lt;div align="center"&gt;&lt;table class="MsoNormalTable" border="0" cellpadding="0"&gt;&lt;tbody&gt; &lt;tr&gt;   &lt;td style="padding: 0.75pt;"&gt;&lt;br /&gt;&lt;/td&gt;   &lt;td style="padding: 0.75pt;"&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;"&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;/div&gt;&lt;/td&gt;   &lt;td style="padding: 0.75pt;"&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;"&gt;&lt;p&gt;&lt;span style=";font-family:&amp;quot;;font-size:12pt;"  lang="EN-US" &gt;Use your calculator's square root button!&lt;/span&gt;&lt;/p&gt;&lt;/div&gt;&lt;/td&gt;  &lt;/tr&gt; &lt;/tbody&gt;&lt;/table&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal;"&gt;&lt;p&gt;&lt;span style=";font-family:&amp;quot;;font-size:12pt;"  lang="EN-US" &gt;(And also use your common sense to make sure you have the right answer)&lt;/span&gt;&lt;/p&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3546922957457071127-4099288417173066606?l=europeansectionarcipreste.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://europeansectionarcipreste.blogspot.com/feeds/4099288417173066606/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://europeansectionarcipreste.blogspot.com/2011/10/square-roots.html#comment-form' title='5 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3546922957457071127/posts/default/4099288417173066606'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3546922957457071127/posts/default/4099288417173066606'/><link rel='alternate' type='text/html' href='http://europeansectionarcipreste.blogspot.com/2011/10/square-roots.html' title='Square roots'/><author><name>Alicia</name><uri>http://www.blogger.com/profile/18196516997891632132</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://3.bp.blogspot.com/-Ftm3QghGJiY/TqaKBceK2BI/AAAAAAAAABQ/o39rySfJTdk/s72-c/square-vs-square-root.gif' height='72' width='72'/><thr:total>5</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3546922957457071127.post-5542736179154728825</id><published>2011-10-24T23:18:00.005+02:00</published><updated>2011-10-24T23:47:23.355+02:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='3 ESO Music'/><title type='text'>SECULAR VOCAL MUSIC OF THE MIDDLE AGES</title><content type='html'>&lt;a href="http://1.bp.blogspot.com/-JhR-kTmlbo8/TqXZNfS8BlI/AAAAAAAAAFY/mPEsa--n8yo/s1600/untitled.bmp"&gt;&lt;img style="MARGIN: 0px 0px 10px 10px; WIDTH: 161px; FLOAT: right; HEIGHT: 161px; CURSOR: hand" id="BLOGGER_PHOTO_ID_5667174531878094418" border="0" alt="" src="http://1.bp.blogspot.com/-JhR-kTmlbo8/TqXZNfS8BlI/AAAAAAAAAFY/mPEsa--n8yo/s320/untitled.bmp" /&gt;&lt;/a&gt;&lt;span style="font-family:arial;"&gt;&lt;strong&gt;WEBQUEST&lt;/strong&gt;&lt;br /&gt;&lt;/span&gt;Among the earliest notated secular poems are Goliard songs -verses in Latin with subjects ranging from tender love lyrics to obscene drinking songs. A famous 13th-century manuscript known as &lt;strong&gt;&lt;em&gt;Carmina burana&lt;/em&gt;&lt;/strong&gt; (&lt;em&gt;Songs of Beur&lt;/em&gt;) has been immortalized through its adaptation by 20th-century composer Carl Orff.&lt;br /&gt;&lt;br /&gt;&lt;strong&gt;SEARCH ONLINE FOR PICTURES OF THIS MANUSCRIPT AND RECORDINGS OF SONGS FROM IT&lt;/strong&gt;. You may recognize one of the songs, "&lt;em&gt;O, Fortuna&lt;/em&gt;", from its use in numerous popular films and television commercials.&lt;a href="http://3.bp.blogspot.com/-jKSE11VSBkw/TqXYI1H8YwI/AAAAAAAAAFM/4bQhaWjxz_s/s1600/untitled.bmp"&gt;&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;We will be commenting on your findings in our first class right after the bank holiday.&lt;br /&gt;Take care&lt;br /&gt;Flor&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3546922957457071127-5542736179154728825?l=europeansectionarcipreste.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://europeansectionarcipreste.blogspot.com/feeds/5542736179154728825/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://europeansectionarcipreste.blogspot.com/2011/10/secular-vocal-music-of-middle-ages.html#comment-form' title='1 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3546922957457071127/posts/default/5542736179154728825'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3546922957457071127/posts/default/5542736179154728825'/><link rel='alternate' type='text/html' href='http://europeansectionarcipreste.blogspot.com/2011/10/secular-vocal-music-of-middle-ages.html' title='SECULAR VOCAL MUSIC OF THE MIDDLE AGES'/><author><name>Flor</name><uri>http://www.blogger.com/profile/13499966274850576758</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://1.bp.blogspot.com/-JhR-kTmlbo8/TqXZNfS8BlI/AAAAAAAAAFY/mPEsa--n8yo/s72-c/untitled.bmp' height='72' width='72'/><thr:total>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3546922957457071127.post-6073699942544986285</id><published>2011-10-23T22:20:00.006+02:00</published><updated>2011-10-23T23:09:00.224+02:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='General'/><title type='text'>Halloween cakes contest</title><content type='html'>&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://3.bp.blogspot.com/-x9kGfTW_cCo/TqR9WVpHoVI/AAAAAAAAAEs/dcznR0hAEQo/s1600/halloween.jpg"&gt;&lt;img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;width: 289px; height: 400px;" src="http://3.bp.blogspot.com/-x9kGfTW_cCo/TqR9WVpHoVI/AAAAAAAAAEs/dcznR0hAEQo/s400/halloween.jpg" alt="" id="BLOGGER_PHOTO_ID_5666792053859131730" border="0"&gt;&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;Do you want to participate?&lt;br /&gt;&lt;br /&gt;Click &lt;a href="http://dl.dropbox.com/u/14751509/halloween%5B1%5D.doc"&gt;here&lt;/a&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3546922957457071127-6073699942544986285?l=europeansectionarcipreste.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://europeansectionarcipreste.blogspot.com/feeds/6073699942544986285/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://europeansectionarcipreste.blogspot.com/2011/10/halloween-cakes-contest.html#comment-form' title='2 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3546922957457071127/posts/default/6073699942544986285'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3546922957457071127/posts/default/6073699942544986285'/><link rel='alternate' type='text/html' href='http://europeansectionarcipreste.blogspot.com/2011/10/halloween-cakes-contest.html' title='Halloween cakes contest'/><author><name>Magda</name><uri>http://www.blogger.com/profile/16722391506504477212</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='33' height='25' src='http://2.bp.blogspot.com/-rxqhhJxn3eY/Tm92IM74HRI/AAAAAAAAAUw/VWf46Awd2lc/s220/escuela%2Bpublica%2B1.bmp'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://3.bp.blogspot.com/-x9kGfTW_cCo/TqR9WVpHoVI/AAAAAAAAAEs/dcznR0hAEQo/s72-c/halloween.jpg' height='72' width='72'/><thr:total>2</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3546922957457071127.post-7765609873657705826</id><published>2011-10-18T22:35:00.006+02:00</published><updated>2011-10-19T19:19:37.151+02:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Social Sciences'/><title type='text'>MIGRATIONS</title><content type='html'>&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://2.bp.blogspot.com/-HjlaOXvx20c/Tp3ldcYx7fI/AAAAAAAAAEU/1z3Qs0MwHe8/s1600/migration.jpg"&gt;&lt;img style="float:left; margin:0 10px 10px 0;cursor:pointer; cursor:hand;width: 200px; height: 153px;" src="http://2.bp.blogspot.com/-HjlaOXvx20c/Tp3ldcYx7fI/AAAAAAAAAEU/1z3Qs0MwHe8/s200/migration.jpg" alt="" id="BLOGGER_PHOTO_ID_5664936200301047282" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;Hello everybody!&lt;br /&gt;&lt;br /&gt;If you need to have a check on the videos that we´ve been watching today in class, in order to do your composition about consequences of migration, you can find them in this website:&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;a href="http://education.nationalgeographic.com/education/multimedia/responsibility-and-leadership/?ar_a=1&amp;amp;ar_r=1"&gt;National Geographic videos&lt;/a&gt;&lt;br /&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;w:worddocument&gt;   &lt;w:view&gt;Normal&lt;/w:View&gt;   &lt;w:zoom&gt;0&lt;/w:Zoom&gt;   &lt;w:hyphenationzone&gt;21&lt;/w:HyphenationZone&gt;   &lt;w:donotoptimizeforbrowser/&gt;  &lt;/w:WordDocument&gt; &lt;/xml&gt;&lt;![endif]--&gt;  &lt;ul&gt;&lt;li&gt;&lt;h4 style="margin:0cm;margin-bottom:.0001pt"&gt;&lt;span style="mso-ansi-language: EN-GB;font-weight:normal" lang="EN-GB"&gt;From Sudan to the United States &lt;/span&gt;&lt;/h4&gt;&lt;/li&gt;&lt;li&gt;&lt;h4 style="margin:0cm;margin-bottom:.0001pt"&gt;&lt;span style="mso-ansi-language: EN-GB;font-weight:normal" lang="EN-GB"&gt;Responsibility and leadership&lt;/span&gt;&lt;/h4&gt;&lt;/li&gt;&lt;li&gt;&lt;h4 style="margin: 0cm 0cm 0.0001pt;"&gt;&lt;span style="font-weight: normal;" lang="EN-GB"&gt;Cultural Differences&lt;/span&gt;&lt;/h4&gt;&lt;/li&gt;&lt;li&gt;Sense of place and community&lt;/li&gt;&lt;/ul&gt;You can also have a look at your Spanish book (page 220). But remember: write your composition in English and add a final paragraph with your opinion. You have to hand them in &lt;span style="font-weight: bold;"&gt;next Wednesday&lt;/span&gt;.&lt;br /&gt;&lt;br /&gt;I hope everything help you! Bye!&lt;br /&gt;&lt;br /&gt;Pilar&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3546922957457071127-7765609873657705826?l=europeansectionarcipreste.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://europeansectionarcipreste.blogspot.com/feeds/7765609873657705826/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://europeansectionarcipreste.blogspot.com/2011/10/migrations.html#comment-form' title='3 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3546922957457071127/posts/default/7765609873657705826'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3546922957457071127/posts/default/7765609873657705826'/><link rel='alternate' type='text/html' href='http://europeansectionarcipreste.blogspot.com/2011/10/migrations.html' title='MIGRATIONS'/><author><name>Pilar</name><uri>http://www.blogger.com/profile/03369145252888257835</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://2.bp.blogspot.com/-HjlaOXvx20c/Tp3ldcYx7fI/AAAAAAAAAEU/1z3Qs0MwHe8/s72-c/migration.jpg' height='72' width='72'/><thr:total>3</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3546922957457071127.post-5914015147215269772</id><published>2011-10-17T02:36:00.001+02:00</published><updated>2011-10-17T02:40:40.235+02:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='English'/><title type='text'>How do you pronounce it?</title><content type='html'>&lt;a href="http://2.bp.blogspot.com/-wwkiohmICi8/Tpt5M8IVp5I/AAAAAAAAAWM/-yIqwDazhp0/s1600/words%2B2.JPG"&gt;&lt;img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;width: 400px; height: 225px;" src="http://2.bp.blogspot.com/-wwkiohmICi8/Tpt5M8IVp5I/AAAAAAAAAWM/-yIqwDazhp0/s400/words%2B2.JPG" border="0" alt=""id="BLOGGER_PHOTO_ID_5664254219555022738" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;a href="http://1.bp.blogspot.com/-fSkxJHP4rLg/Tpt45eJqYwI/AAAAAAAAAWA/Sb2EHElxKys/s1600/words%2B1.JPG"&gt;&lt;img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;width: 400px; height: 225px;" src="http://1.bp.blogspot.com/-fSkxJHP4rLg/Tpt45eJqYwI/AAAAAAAAAWA/Sb2EHElxKys/s400/words%2B1.JPG" border="0" alt=""id="BLOGGER_PHOTO_ID_5664253885089997570" /&gt;&lt;/a&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3546922957457071127-5914015147215269772?l=europeansectionarcipreste.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://europeansectionarcipreste.blogspot.com/feeds/5914015147215269772/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://europeansectionarcipreste.blogspot.com/2011/10/how-do-you-pronounce-it.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3546922957457071127/posts/default/5914015147215269772'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3546922957457071127/posts/default/5914015147215269772'/><link rel='alternate' type='text/html' href='http://europeansectionarcipreste.blogspot.com/2011/10/how-do-you-pronounce-it.html' title='How do you pronounce it?'/><author><name>Magda</name><uri>http://www.blogger.com/profile/16722391506504477212</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='33' height='25' src='http://2.bp.blogspot.com/-rxqhhJxn3eY/Tm92IM74HRI/AAAAAAAAAUw/VWf46Awd2lc/s220/escuela%2Bpublica%2B1.bmp'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://2.bp.blogspot.com/-wwkiohmICi8/Tpt5M8IVp5I/AAAAAAAAAWM/-yIqwDazhp0/s72-c/words%2B2.JPG' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3546922957457071127.post-1427742866433145223</id><published>2011-10-16T19:08:00.001+02:00</published><updated>2011-10-16T19:10:48.148+02:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='1 ESO Maths'/><category scheme='http://www.blogger.com/atom/ns#' term='Maths'/><title type='text'>Mathematicians have powers</title><content type='html'>We usually say that witches, wizards and fairies have powers. What is  a Power in Maths? We have three words for the same concept: power,  exponents and indices. But, what is that?&lt;b&gt; &lt;/b&gt;&lt;p&gt;&lt;b&gt;In &lt;/b&gt;&lt;a style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;img style="width: 197px; height: 174px;" alt="" 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" border="0" /&gt;&lt;/a&gt;&lt;b&gt;a power, we have two main parts: &lt;/b&gt;&lt;/p&gt;&lt;p&gt;&lt;b&gt;1. &lt;/b&gt;The &lt;b&gt;exponent&lt;/b&gt; of a number says &lt;b&gt;how many times &lt;/b&gt;to use the number in a multiplication (2 in the example)&lt;/p&gt;&lt;div class="Larger"&gt;&lt;p&gt;&lt;b&gt;2.&lt;/b&gt; The &lt;b&gt;base&lt;/b&gt;, that says &lt;b&gt;what number&lt;/b&gt; is multiplied by itself (8 in the example)&lt;/p&gt;&lt;/div&gt;&lt;p class="separator" style="clear: both; text-align: center;"&gt;&lt;b&gt; &lt;/b&gt;. &lt;a style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img alt="" src="data:image/png;base64,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" border="0" /&gt;&lt;/a&gt;&lt;/p&gt;&lt;p&gt;Try on the following website to multiply any number by itself as many times as you want using exponents: &lt;a href="http://www.mathsisfun.com/exponent.html"&gt;See website&lt;/a&gt;&lt;/p&gt;&lt;p&gt;If you want to learn what is the meaning of cubed, squared or index form go to the next link: Click &lt;a href="http://www.bbc.co.uk/schools/ks3bitesize/maths/number/powers_roots/revise2.shtml"&gt;here&lt;/a&gt;&lt;/p&gt;&lt;p&gt;Once you know everything about powers, you only have to go over the&lt;a href="http://www.bbc.co.uk/schools/ks3bitesize/maths/number/powers_roots/revise5.shtml"&gt; index laws&lt;/a&gt;.&lt;/p&gt;&lt;p&gt;To finish with powers, have a little practice by doing these &lt;a href="http://www.bbc.co.uk/apps/ifl/schools/ks3bitesize/maths/quizengine?quiz=powers_roots&amp;amp;templateStyle=maths"&gt;exercises&lt;/a&gt;.&lt;/p&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3546922957457071127-1427742866433145223?l=europeansectionarcipreste.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://europeansectionarcipreste.blogspot.com/feeds/1427742866433145223/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://europeansectionarcipreste.blogspot.com/2011/10/mathematicians-have-powers.html#comment-form' title='2 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3546922957457071127/posts/default/1427742866433145223'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3546922957457071127/posts/default/1427742866433145223'/><link rel='alternate' type='text/html' href='http://europeansectionarcipreste.blogspot.com/2011/10/mathematicians-have-powers.html' title='Mathematicians have powers'/><author><name>Alicia</name><uri>http://www.blogger.com/profile/18196516997891632132</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>2</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3546922957457071127.post-5331908321496244054</id><published>2011-10-12T19:49:00.012+02:00</published><updated>2011-10-12T20:11:49.858+02:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='3 ESO Music'/><title type='text'>Notre Dame School</title><content type='html'>&lt;div align="justify"&gt;&lt;a href="http://1.bp.blogspot.com/-t0sFeUeUj0o/TpXUczVO8FI/AAAAAAAAAEw/ai-8J99eVu0/s1600/Notre%252BDame%252BSchool%252Bperotin.jpg"&gt;&lt;img id="BLOGGER_PHOTO_ID_5662665697768960082" style="FLOAT: right; MARGIN: 0px 0px 10px 10px; WIDTH: 261px; CURSOR: hand; HEIGHT: 229px" alt="" src="http://1.bp.blogspot.com/-t0sFeUeUj0o/TpXUczVO8FI/AAAAAAAAAEw/ai-8J99eVu0/s320/Notre%252BDame%252BSchool%252Bperotin.jpg" border="0" /&gt;&lt;/a&gt; The earliest documentation of the existence of &lt;strong&gt;Léonin&lt;/strong&gt; and &lt;strong&gt;Pérotin &lt;/strong&gt;occurred in a treatise from &lt;em&gt;ca&lt;/em&gt; 1275. The author is unknown to us but is referred to as "Anonymous IV". He praises the skills and accomplishments of the two master composers with reference to specific works and techniques. Today, the four-voice female ensemble aptly named &lt;strong&gt;Anonymous 4&lt;/strong&gt; specializes in Medieval music.&lt;/div&gt;&lt;br /&gt;&lt;div align="justify"&gt;&lt;strong&gt;&lt;span style="font-size:130%;"&gt;Listen to a recording by this group to enrich your experience with the music of this era.&lt;/span&gt;&lt;/strong&gt;&lt;/div&gt;&lt;br /&gt;&lt;div align="justify"&gt;Have fun while learning &lt;/div&gt;&lt;br /&gt;&lt;div align="justify"&gt;Flor &lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3546922957457071127-5331908321496244054?l=europeansectionarcipreste.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://europeansectionarcipreste.blogspot.com/feeds/5331908321496244054/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://europeansectionarcipreste.blogspot.com/2011/10/notre-dame-school.html#comment-form' title='6 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3546922957457071127/posts/default/5331908321496244054'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3546922957457071127/posts/default/5331908321496244054'/><link rel='alternate' type='text/html' href='http://europeansectionarcipreste.blogspot.com/2011/10/notre-dame-school.html' title='Notre Dame School'/><author><name>Flor</name><uri>http://www.blogger.com/profile/13499966274850576758</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://1.bp.blogspot.com/-t0sFeUeUj0o/TpXUczVO8FI/AAAAAAAAAEw/ai-8J99eVu0/s72-c/Notre%252BDame%252BSchool%252Bperotin.jpg' height='72' width='72'/><thr:total>6</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3546922957457071127.post-5582179053420389295</id><published>2011-10-06T12:35:00.007+02:00</published><updated>2011-10-06T12:46:29.367+02:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='2 ESO Maths'/><category scheme='http://www.blogger.com/atom/ns#' term='Maths'/><title type='text'>Pythagoras Theorem</title><content type='html'>Years ago, a man named Pythagoras found an amazing fact about triangles:&lt;br /&gt;&lt;br /&gt;&lt;span style="font-style: italic;"&gt;"if the triangle had a right angle (90º)... and you made a square on the three sides, then... the biggest square had the &lt;span style="font-weight: bold;"&gt;exact same area&lt;/span&gt; as the other two squares put together!&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;a href="http://4.bp.blogspot.com/-YbP5XKG8cg4/To2E4UQP87I/AAAAAAAAADU/GscMZCDZ6Oo/s1600/pythagoras-abc.gif"&gt;&lt;img style="display: block; margin: 0px auto 10px; text-align: center; cursor: pointer; width: 209px; height: 230px;" src="http://4.bp.blogspot.com/-YbP5XKG8cg4/To2E4UQP87I/AAAAAAAAADU/GscMZCDZ6Oo/s320/pythagoras-abc.gif" alt="" id="BLOGGER_PHOTO_ID_5660326409718985650" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;It is called Pythagoras Theorem, and can be written in a short equation: a&lt;sup&gt;2&lt;/sup&gt; + b&lt;sup&gt;2&lt;/sup&gt; = c&lt;sup&gt;2&lt;br /&gt;&lt;br /&gt;Note:&lt;br /&gt;&lt;/sup&gt;&lt;ul&gt;&lt;li&gt;&lt;sup&gt;c is the longest side called Hypothenuse&lt;/sup&gt;&lt;/li&gt;&lt;li&gt;a and b are the other sides, named cathetus or legs&lt;br /&gt;&lt;/li&gt;&lt;/ul&gt;&lt;sup&gt;&lt;br /&gt;&lt;/sup&gt;&lt;a href="http://4.bp.blogspot.com/-7gexORcnPE4/To2FOvk2TnI/AAAAAAAAADc/TmZFercjyf8/s1600/pythagoras-squares.gif"&gt;&lt;img style="display: block; margin: 0px auto 10px; text-align: center; cursor: pointer; width: 320px; height: 100px;" src="http://4.bp.blogspot.com/-7gexORcnPE4/To2FOvk2TnI/AAAAAAAAADc/TmZFercjyf8/s320/pythagoras-squares.gif" alt="" id="BLOGGER_PHOTO_ID_5660326795010264690" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;Then, the Theorem says: &lt;span style="font-weight: bold;"&gt;In a right angled triangle&lt;/span&gt;&lt;span style="font-weight: bold;"&gt;, the square of the       hypotenuse is equal to&lt;/span&gt; &lt;span style="font-weight: bold;"&gt;the sum of the squares of the other two sides. &lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;a href="http://www.bbc.co.uk/schools/ks3bitesize/maths/shape_space/pythagoras_theorem/revise1.shtml"&gt;More on Pythagoras Theorem&lt;/a&gt;&lt;br /&gt;&lt;a href="http://www.bbc.co.uk/history/historic_figures/pythagoras.shtml"&gt;More on Pythagoras&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;If you don't believe me, here you can see a demo using water:&lt;br /&gt;&lt;br /&gt;&lt;a href="http://www.youtube.com/watch?v=CAkMUdeB06o"&gt;Video&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;sup&gt;&lt;br /&gt;Take care,&lt;br /&gt;ALICIA&lt;br /&gt;&lt;/sup&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3546922957457071127-5582179053420389295?l=europeansectionarcipreste.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://europeansectionarcipreste.blogspot.com/feeds/5582179053420389295/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://europeansectionarcipreste.blogspot.com/2011/10/pythagoras-theorem.html#comment-form' title='2 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3546922957457071127/posts/default/5582179053420389295'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3546922957457071127/posts/default/5582179053420389295'/><link rel='alternate' type='text/html' href='http://europeansectionarcipreste.blogspot.com/2011/10/pythagoras-theorem.html' title='Pythagoras Theorem'/><author><name>Alicia</name><uri>http://www.blogger.com/profile/18196516997891632132</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://4.bp.blogspot.com/-YbP5XKG8cg4/To2E4UQP87I/AAAAAAAAADU/GscMZCDZ6Oo/s72-c/pythagoras-abc.gif' height='72' width='72'/><thr:total>2</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3546922957457071127.post-9098642306151333788</id><published>2011-10-06T10:35:00.002+02:00</published><updated>2011-10-06T10:38:13.341+02:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='General'/><title type='text'>Welcome!!!</title><content type='html'>&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://4.bp.blogspot.com/--LCYhcvMAqI/To1ogE8cewI/AAAAAAAAADM/wZprfRXc9YQ/s1600/welcome.bmp"&gt;&lt;img style="display: block; margin: 0px auto 10px; text-align: center; cursor: pointer; width: 239px; height: 177px;" src="http://4.bp.blogspot.com/--LCYhcvMAqI/To1ogE8cewI/AAAAAAAAADM/wZprfRXc9YQ/s320/welcome.bmp" alt="" id="BLOGGER_PHOTO_ID_5660295206966950658" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;span style="font-weight: bold;"&gt;Welcome to the Section!!!!&lt;br /&gt;&lt;br /&gt;We hope you enjoy (and learn) a lot this year.&lt;br /&gt;&lt;/span&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3546922957457071127-9098642306151333788?l=europeansectionarcipreste.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://europeansectionarcipreste.blogspot.com/feeds/9098642306151333788/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://europeansectionarcipreste.blogspot.com/2011/10/welcome.html#comment-form' title='9 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3546922957457071127/posts/default/9098642306151333788'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3546922957457071127/posts/default/9098642306151333788'/><link rel='alternate' type='text/html' href='http://europeansectionarcipreste.blogspot.com/2011/10/welcome.html' title='Welcome!!!'/><author><name>Alicia</name><uri>http://www.blogger.com/profile/18196516997891632132</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://4.bp.blogspot.com/--LCYhcvMAqI/To1ogE8cewI/AAAAAAAAADM/wZprfRXc9YQ/s72-c/welcome.bmp' height='72' width='72'/><thr:total>9</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3546922957457071127.post-5180426419796178244</id><published>2011-10-02T18:52:00.013+02:00</published><updated>2011-10-06T10:31:00.270+02:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='1 ESO Maths'/><category scheme='http://www.blogger.com/atom/ns#' term='Maths'/><title type='text'>Rounding and estimating</title><content type='html'>&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://1.bp.blogspot.com/-QIOkbatXcLA/ToiZfke4kYI/AAAAAAAAADE/8DYJQ_olQpA/s1600/rounding.gif"&gt;&lt;img style="float: right; margin: 0pt 0pt 10px 10px; cursor: pointer; width: 278px; height: 169px;" src="http://1.bp.blogspot.com/-QIOkbatXcLA/ToiZfke4kYI/AAAAAAAAADE/8DYJQ_olQpA/s320/rounding.gif" alt="" id="BLOGGER_PHOTO_ID_5658941699439235458" border="0" /&gt;&lt;/a&gt;&lt;span style="color: rgb(0, 0, 0);font-family:Verdana,Arial,Helvetica,sans-serif;font-size:100%;"  &gt;&lt;br /&gt;Estimating i&lt;/span&gt;&lt;span style="color: rgb(0, 0, 0);font-family:Verdana,Arial,Helvetica,sans-serif;font-size:100%;"  &gt;s an important part of mathematics and a very handy tool for everyday life.      &lt;/span&gt;&lt;span style="color: rgb(0, 0, 0);font-family:arial;font-size:100%;"  &gt;It is not always necessary to give the exact number. &lt;/span&gt;&lt;span style="color: rgb(0, 0, 0);font-family:Verdana,Arial,Helvetica,sans-serif;font-size:100%;"  &gt;Get in the habit of estimating amounts of money, lengths of time, distances,      and many other physical quantities. &lt;/span&gt;&lt;span style="color: rgb(0, 0, 0);font-family:arial;font-size:100%;"  &gt;For example, if there were 54                      785 inhabitants in a town, you could say that its population was approximately 55                      000. By doing this, what we have done is to round to the nearest thousand.&lt;br /&gt;&lt;br /&gt;Rounding off is a kind of estimating.&lt;/span&gt;&lt;span style="color: rgb(0, 0, 0);font-family:arial;font-size:100%;"  &gt;&lt;b&gt;&lt;br /&gt;&lt;br /&gt;To      round off decimals&lt;/b&gt;&lt;/span&gt;&lt;span style="color: rgb(0, 0, 0);font-family:arial;font-size:100%;"  &gt;:      &lt;/span&gt;&lt;span style="color: rgb(0, 0, 0);font-family:arial;font-size:100%;"  &gt;   &lt;/span&gt;&lt;ol  style="color: rgb(0, 0, 0);font-family:arial;"&gt;&lt;li&gt;&lt;span style="font-size:100%;"&gt;Find the        place value you want (the "rounding digit") and look at the digit        just to the right of it.&lt;/span&gt;&lt;/li&gt;&lt;li&gt;&lt;span style="font-size:100%;"&gt;If that digit        is less than 5, do not change the rounding digit but drop all digits to        the right of it.&lt;/span&gt;&lt;/li&gt;&lt;li&gt;&lt;span style="font-size:100%;"&gt;If that digit        is greater than or equal to five, add one to the rounding digit and drop        all digits to the right of it.&lt;/span&gt;&lt;/li&gt;&lt;/ol&gt;&lt;span style="color: rgb(0, 0, 0);font-family:arial;font-size:100%;"  &gt;   &lt;/span&gt;&lt;p  style="color: rgb(0, 0, 0);font-family:arial;"&gt;&lt;span style="font-size:100%;"&gt;&lt;b&gt;To round      off whole numbers:&lt;/b&gt;&lt;/span&gt;&lt;/p&gt;&lt;span style="color: rgb(0, 0, 0);font-family:arial;font-size:100%;"  &gt;   &lt;/span&gt;&lt;ol  style="color: rgb(0, 0, 0);font-family:arial;"&gt;&lt;li&gt;&lt;span style="font-size:100%;"&gt;Find the        place value you want (the "rounding digit") and look to the digit        just to the right of it.&lt;/span&gt;&lt;/li&gt;&lt;li&gt;&lt;span style="font-size:100%;"&gt;If that digit        is less than 5, do not change the "rounding digit" but change        all digits to the right of the "rounding digit" to zero.&lt;/span&gt;&lt;/li&gt;&lt;li&gt;&lt;span style="font-size:100%;"&gt;If that digit        is greater than or equal to 5, add one to the rounding digit and change        all digits to the right of the rounding digit to zero.&lt;/span&gt; &lt;/li&gt;&lt;/ol&gt;&lt;span style="color: rgb(0, 0, 0);font-family:arial;font-size:100%;"  &gt;Depending on the study, we may need to round to the nearest ten, hundred, thousand, ten thousand...&lt;br /&gt;&lt;br /&gt;I give you some links to practice here,&lt;br /&gt;&lt;br /&gt;Round to the nearest &lt;a href="http://www.aaamath.com/g7_41cx2.htm"&gt;thousand&lt;/a&gt;, &lt;a href="http://www.aaamath.com/g7_41dx2.htm"&gt;ten thousand&lt;/a&gt;, &lt;a href="http://www.aaamath.com/g7_41ex1.htm"&gt;hundred thousand&lt;/a&gt;.&lt;br /&gt;&lt;br /&gt;Have fun&lt;/span&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3546922957457071127-5180426419796178244?l=europeansectionarcipreste.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://europeansectionarcipreste.blogspot.com/feeds/5180426419796178244/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://europeansectionarcipreste.blogspot.com/2011/10/rounding-and-estimating.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3546922957457071127/posts/default/5180426419796178244'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3546922957457071127/posts/default/5180426419796178244'/><link rel='alternate' type='text/html' href='http://europeansectionarcipreste.blogspot.com/2011/10/rounding-and-estimating.html' title='Rounding and estimating'/><author><name>Alicia</name><uri>http://www.blogger.com/profile/18196516997891632132</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://1.bp.blogspot.com/-QIOkbatXcLA/ToiZfke4kYI/AAAAAAAAADE/8DYJQ_olQpA/s72-c/rounding.gif' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3546922957457071127.post-5710446532674562701</id><published>2011-10-02T18:23:00.006+02:00</published><updated>2011-10-06T10:31:44.132+02:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='2 ESO Maths'/><category scheme='http://www.blogger.com/atom/ns#' term='Maths'/><title type='text'>Statistics Review: Mean, mode, median, range, quartiles</title><content type='html'>&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://2.bp.blogspot.com/-WWRm4jNIXpU/ToiQdDvDMqI/AAAAAAAAAC8/TzT80mC_oHY/s1600/statistics-education-research-day1.jpg"&gt;&lt;img style="float: right; margin: 0pt 0pt 10px 10px; cursor: pointer; width: 200px; height: 140px;" src="http://2.bp.blogspot.com/-WWRm4jNIXpU/ToiQdDvDMqI/AAAAAAAAAC8/TzT80mC_oHY/s200/statistics-education-research-day1.jpg" alt="" id="BLOGGER_PHOTO_ID_5658931760684282530" border="0" /&gt;&lt;/a&gt;Statistics is the study of data: how to collect, summarize and  present it.  We commonly use some parameters to support our statistic  studies, these are the following I sum up here for you:&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;The statistical &lt;span style="font-weight: bold;"&gt;mean&lt;/span&gt; is commonly called the average: &lt;/p&gt;&lt;blockquote class="bold"&gt;&lt;p&gt;To find the mean of a group of numbers:&lt;/p&gt;&lt;ul&gt;&lt;li&gt;Add the numbers together&lt;/li&gt;&lt;li&gt;Divide by how many numbers were added together&lt;/li&gt;&lt;/ul&gt;&lt;/blockquote&gt;&lt;p&gt;&lt;a href="http://www.321know.com/g8_518x1.htm"&gt;Mean 1&lt;/a&gt;&lt;/p&gt;&lt;p&gt;&lt;a href="http://www.321know.com/g818_sx1.htm"&gt;Mean 2&lt;br /&gt;&lt;/a&gt; &lt;/p&gt;&lt;p&gt;The statistical &lt;span style="font-weight: bold;"&gt;mode&lt;/span&gt; is the number that occurs most frequently in a set of numbers. &lt;/p&gt;&lt;blockquote class="bold"&gt;&lt;p&gt;To find the mode of a group of numbers:&lt;/p&gt;&lt;ul&gt;&lt;li&gt;Arrange the numbers in order by size.&lt;/li&gt;&lt;li&gt;Determine the number of instances of each numerical value.&lt;/li&gt;&lt;li&gt;The numerical value that has the most instances is the mode.&lt;/li&gt;&lt;li&gt;There may be more than one mode when two or more numbers have an  equal number of  instances and this is also the maximum instances &lt;/li&gt;&lt;li&gt;A mode does not exist if no number has more than one instance.&lt;/li&gt;&lt;/ul&gt;&lt;p&gt;Example: The mode of 2, 4, 5, 5, 5, 7, 8, 8, 9, 12 is 5. &lt;/p&gt;&lt;/blockquote&gt;&lt;p&gt;&lt;a href="http://www.321know.com/g8_418x1.htm"&gt;Mode&lt;/a&gt;&lt;/p&gt;&lt;p&gt;The  statistical &lt;span style="font-weight: bold;"&gt;median&lt;/span&gt; is middle number of a group of numbers that have  been arranged  in order by size.  If there is an even number of terms,  the median is the mean of  the two middle numbers:&lt;/p&gt;&lt;p&gt;To find the median of a group of numbers:&lt;/p&gt;&lt;ul&gt;&lt;li&gt;Arrange the numbers in order by size&lt;/li&gt;&lt;li&gt;If there is an odd number of terms, the median is the center term.&lt;/li&gt;&lt;li&gt;If there is an even number of terms, add the two middle terms and divide by 2.&lt;/li&gt;&lt;/ul&gt;&lt;p&gt;&lt;a href="http://www.321know.com/g8_518x2.htm"&gt;Median 1&lt;/a&gt;&lt;/p&gt;&lt;p&gt;&lt;a href="http://www.321know.com/g818_sx2.htm"&gt;Median 2&lt;/a&gt; &lt;/p&gt;&lt;p&gt;The statistical &lt;span style="font-weight: bold;"&gt;range&lt;/span&gt; is the difference between the lowest and highest valued numbers  in a set of numbers. &lt;/p&gt;&lt;blockquote class="bold"&gt;&lt;p&gt;To find the range of a group of numbers:&lt;/p&gt;&lt;ul&gt;&lt;li&gt;Arrange the numbers in order by size&lt;/li&gt;&lt;li&gt;Subtract the smallest number from the largest number.&lt;/li&gt;&lt;/ul&gt;&lt;/blockquote&gt;&lt;p&gt;&lt;a href="http://www.321know.com/g8_518x3.htm"&gt;Range 1&lt;/a&gt;&lt;/p&gt;&lt;p&gt;&lt;a href="http://www.321know.com/g818_sx3.htm"&gt;Range 2&lt;/a&gt;&lt;/p&gt;&lt;p&gt;&lt;a href="http://www.mathsisfun.com/data/quartiles.html"&gt;&lt;span style="font-weight: bold;"&gt;Quartiles&lt;/span&gt;&lt;/a&gt; are the values that divide a list of numbers into quarters.&lt;/p&gt;&lt;ul&gt;&lt;li&gt;First put the list of numbers in order&lt;/li&gt;&lt;li&gt;Then cut the list into four equal parts&lt;/li&gt;&lt;li&gt;The Quartiles are at the "cuts" &lt;/li&gt;&lt;/ul&gt;&lt;p&gt;&lt;a href="http://www.mathopolis.com/questions/q.php?id=697&amp;amp;site=1&amp;amp;ref=/data/quartiles.html&amp;amp;qs=697_1470_698_1471"&gt;Quartiles 1&lt;/a&gt;&lt;/p&gt;&lt;p&gt;&lt;a href="http://www.mathopolis.com/questions/q.php?id=1470&amp;amp;site=1&amp;amp;ref=/data/quartiles.html&amp;amp;qs=697_1470_698_1471"&gt;Quartiles 2&lt;/a&gt;&lt;/p&gt;&lt;p&gt;&lt;a href="http://www.mathopolis.com/questions/q.php?id=698&amp;amp;site=1&amp;amp;ref=/data/quartiles.html&amp;amp;qs=697_1470_698_1471"&gt;Quartiles 3&lt;/a&gt;&lt;/p&gt;&lt;p&gt;&lt;a href="http://www.mathopolis.com/questions/q.php?id=1471&amp;amp;site=1&amp;amp;ref=/data/quartiles.html&amp;amp;qs=697_1470_698_1471"&gt;Quartiles 4&lt;/a&gt;&lt;/p&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3546922957457071127-5710446532674562701?l=europeansectionarcipreste.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://europeansectionarcipreste.blogspot.com/feeds/5710446532674562701/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://europeansectionarcipreste.blogspot.com/2011/10/statistics-review-mean-mode-median.html#comment-form' title='1 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3546922957457071127/posts/default/5710446532674562701'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3546922957457071127/posts/default/5710446532674562701'/><link rel='alternate' type='text/html' href='http://europeansectionarcipreste.blogspot.com/2011/10/statistics-review-mean-mode-median.html' title='Statistics Review: Mean, mode, median, range, quartiles'/><author><name>Alicia</name><uri>http://www.blogger.com/profile/18196516997891632132</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://2.bp.blogspot.com/-WWRm4jNIXpU/ToiQdDvDMqI/AAAAAAAAAC8/TzT80mC_oHY/s72-c/statistics-education-research-day1.jpg' height='72' width='72'/><thr:total>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3546922957457071127.post-3035883097055126021</id><published>2011-09-28T17:06:00.008+02:00</published><updated>2011-10-06T10:32:08.845+02:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='2 ESO Maths'/><category scheme='http://www.blogger.com/atom/ns#' term='Maths'/><title type='text'>STATISTICS</title><content type='html'>&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://4.bp.blogspot.com/-9sBp2Xrvr1k/ToM6OLVCOlI/AAAAAAAAACs/utrdqiQxAoU/s1600/statistics.jpg"&gt;&lt;img style="float: right; margin: 0pt 0pt 10px 10px; cursor: pointer; width: 237px; height: 207px;" src="http://4.bp.blogspot.com/-9sBp2Xrvr1k/ToM6OLVCOlI/AAAAAAAAACs/utrdqiQxAoU/s320/statistics.jpg" alt="" id="BLOGGER_PHOTO_ID_5657429572141070930" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;Hello everyone,&lt;br /&gt;&lt;br /&gt;This week we have been studying how to make a survey: what to ask, how to investigate and how to present the results. I post now a brief review I hope you find useful.&lt;br /&gt;&lt;br /&gt;&lt;a href="http://dl.dropbox.com/u/13612033/Statistics%20summary.ppt"&gt;Review&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;Remember that you have to do the final activity (for more details, have a look to the last slide) with the class weight and height study.&lt;br /&gt;&lt;br /&gt;Cheers,&lt;br /&gt;&lt;br /&gt;ALICIA&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3546922957457071127-3035883097055126021?l=europeansectionarcipreste.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://europeansectionarcipreste.blogspot.com/feeds/3035883097055126021/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://europeansectionarcipreste.blogspot.com/2011/09/statistics.html#comment-form' title='1 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3546922957457071127/posts/default/3035883097055126021'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3546922957457071127/posts/default/3035883097055126021'/><link rel='alternate' type='text/html' href='http://europeansectionarcipreste.blogspot.com/2011/09/statistics.html' title='STATISTICS'/><author><name>Alicia</name><uri>http://www.blogger.com/profile/18196516997891632132</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://4.bp.blogspot.com/-9sBp2Xrvr1k/ToM6OLVCOlI/AAAAAAAAACs/utrdqiQxAoU/s72-c/statistics.jpg' height='72' width='72'/><thr:total>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3546922957457071127.post-413929730545160926</id><published>2011-09-26T22:37:00.006+02:00</published><updated>2011-09-26T23:23:56.506+02:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='General'/><title type='text'>NEW CONDITIONS FOR THE BLOG</title><content type='html'>&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://4.bp.blogspot.com/-spL-20-LS_c/ToDmPEpl3GI/AAAAAAAAAEM/phGzDRJnmqE/s1600/blog_icon.jpg"&gt;&lt;img style="float:right; margin:0 0 10px 10px;cursor:pointer; cursor:hand;width: 200px; height: 164px;" src="http://4.bp.blogspot.com/-spL-20-LS_c/ToDmPEpl3GI/AAAAAAAAAEM/phGzDRJnmqE/s200/blog_icon.jpg" alt="" id="BLOGGER_PHOTO_ID_5656774278597958754" border="0"&gt;&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;Hello everybody!&lt;br /&gt;&lt;br /&gt;As many of you know, this year it´s not going to be possible to write in the blog if you aren´t registered as part of the community of our blog. To become a blogger, you have to send an e-mail from your usual account to this address: &lt;font style="font-weight: bold; color: rgb(51, 51, 255);"&gt;arcihistoria@gmail.com&lt;/font&gt; (in case I haven´t got your e-mail from last year). Once I have your e-mails, I´ll invite you to the blog.  In a few days you´ll receive an e-mail from BLOGGER to confirm that you want to be part of the community. Then, click on the link that is indicated and that´s all!!&lt;br /&gt;&lt;br /&gt;Good luck!&lt;br /&gt;&lt;br /&gt;Hola a todos!&lt;br /&gt;&lt;br /&gt;Como muchos ya sabéis, este año no se va a poder escribir en el blog si no estáis registrados. Para ser parte de la comunidad ("blogeros"), tenéis que enviarme un e-mail a esta dirección: &lt;font style="font-weight: bold; color: rgb(51, 51, 255);"&gt;arcihistoria@gmail.com &lt;/font&gt;&lt;font style="color: rgb(51, 51, 255);"&gt;&lt;span style="color: rgb(0, 0, 0);"&gt;(solo en caso de que no tengo vuestra dirección del año pasado)&lt;/span&gt;&lt;/font&gt;&lt;font style="font-weight: bold; color: rgb(51, 51, 255);"&gt;. &lt;/font&gt;&lt;font style="color: rgb(0, 0, 0);"&gt;Cuando tenga vuestros e-mails, os invitaré al blog y en unos días recibiréis un e-mail de BLOGGER para que confirméis que queréis ser parte de la comunidad del blog de secciones. Entonces pincháis en el enlace que os indiquen y eso es todo!!&lt;br /&gt;&lt;br /&gt;Muy importante: no es necesario que os hagáis ninguna cuenta nueva. Mandadme el mensaje desde vuestra cuenta de correo habitual.&lt;br /&gt;&lt;br /&gt;Buena suerte!&lt;/font&gt;&lt;font style="font-weight: bold; color: rgb(51, 51, 255);"&gt;&lt;br /&gt;&lt;/font&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3546922957457071127-413929730545160926?l=europeansectionarcipreste.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://europeansectionarcipreste.blogspot.com/feeds/413929730545160926/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://europeansectionarcipreste.blogspot.com/2011/09/new-conditions-for-blog.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3546922957457071127/posts/default/413929730545160926'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3546922957457071127/posts/default/413929730545160926'/><link rel='alternate' type='text/html' href='http://europeansectionarcipreste.blogspot.com/2011/09/new-conditions-for-blog.html' title='NEW CONDITIONS FOR THE BLOG'/><author><name>Pilar</name><uri>http://www.blogger.com/profile/03369145252888257835</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://4.bp.blogspot.com/-spL-20-LS_c/ToDmPEpl3GI/AAAAAAAAAEM/phGzDRJnmqE/s72-c/blog_icon.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3546922957457071127.post-630177404596298883</id><published>2011-08-31T16:13:00.002+02:00</published><updated>2011-08-31T16:16:08.150+02:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='General'/><title type='text'>HAVE A NICE YEAR!!!</title><content type='html'>&lt;a href="http://4.bp.blogspot.com/-fk2XNZhX-uk/Tl5CIfJ-9oI/AAAAAAAAAIc/oawQa-YGR80/s1600/back_to_school.jpg"&gt;&lt;img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;width: 320px; height: 228px;" src="http://4.bp.blogspot.com/-fk2XNZhX-uk/Tl5CIfJ-9oI/AAAAAAAAAIc/oawQa-YGR80/s320/back_to_school.jpg" border="0" alt=""id="BLOGGER_PHOTO_ID_5647023696338941570" /&gt;&lt;/a&gt;&lt;br /&gt;From Zaragoza, I wish you will have a nice year 2011/2012 in IES ARCIPRESTE DE HITA.  And remember that I will continue sending messages to you... LEARN A LOT AND BE GOOD!!!&lt;br /&gt;KISSES&lt;br /&gt;ANA ESTHER&lt;br /&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3546922957457071127-630177404596298883?l=europeansectionarcipreste.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://europeansectionarcipreste.blogspot.com/feeds/630177404596298883/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://europeansectionarcipreste.blogspot.com/2011/08/have-nice-year.html#comment-form' title='3 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3546922957457071127/posts/default/630177404596298883'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3546922957457071127/posts/default/630177404596298883'/><link rel='alternate' type='text/html' href='http://europeansectionarcipreste.blogspot.com/2011/08/have-nice-year.html' title='HAVE A NICE YEAR!!!'/><author><name>ANMOAR</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://4.bp.blogspot.com/-fk2XNZhX-uk/Tl5CIfJ-9oI/AAAAAAAAAIc/oawQa-YGR80/s72-c/back_to_school.jpg' height='72' width='72'/><thr:total>3</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3546922957457071127.post-7002518096042566274</id><published>2011-06-30T15:41:00.004+02:00</published><updated>2011-06-30T15:45:51.788+02:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='General'/><title type='text'>THANKS!!!</title><content type='html'>Thanks a lot for these years in the IES Arcipreste de Hita and specially in the European Section, thanks for your enthusiasm, for the emotions, for the theatre... Thanks to my pupils and to my colleagues, I'm going to remember you every day in my life.  Here you have the presentation we saw in the theatre, it is my way to say GOODBYE and THANKS!!!! I LOVE YOU!!! Please be patient because it takes a bit of time to download it...&lt;br /&gt;&lt;a href="http://dl.dropbox.com/u/14183715/THANKS-Ana%20Esther.pps"&gt;THANKS&lt;/a&gt;&lt;br /&gt;You will always be in my heart!!&lt;br /&gt;ANA ESTHER MONGE ARAGONÉS&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3546922957457071127-7002518096042566274?l=europeansectionarcipreste.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://europeansectionarcipreste.blogspot.com/feeds/7002518096042566274/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://europeansectionarcipreste.blogspot.com/2011/06/thanks_30.html#comment-form' title='3 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3546922957457071127/posts/default/7002518096042566274'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3546922957457071127/posts/default/7002518096042566274'/><link rel='alternate' type='text/html' href='http://europeansectionarcipreste.blogspot.com/2011/06/thanks_30.html' title='THANKS!!!'/><author><name>ANMOAR</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>3</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3546922957457071127.post-7211230674378320201</id><published>2011-06-17T16:54:00.004+02:00</published><updated>2011-06-17T20:01:35.074+02:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='General'/><title type='text'>THEATRE</title><content type='html'>This is the video about the play with which we won the prize. Now, you can watch it by clicking on this link. Enjoy it!&lt;br /&gt;&lt;br /&gt;&lt;a href="http://dl.dropbox.com/u/14071648/Wizard.mpg"&gt;THEATRE&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;It´s a big file, so be patient, please. It could take the PC some minutes to open it. It´s better to click on the link with the right button of the mouse and save it in your computer before opening it.&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3546922957457071127-7211230674378320201?l=europeansectionarcipreste.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://europeansectionarcipreste.blogspot.com/feeds/7211230674378320201/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://europeansectionarcipreste.blogspot.com/2011/06/theatre_17.html#comment-form' title='2 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3546922957457071127/posts/default/7211230674378320201'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3546922957457071127/posts/default/7211230674378320201'/><link rel='alternate' type='text/html' href='http://europeansectionarcipreste.blogspot.com/2011/06/theatre_17.html' title='THEATRE'/><author><name>Pilar</name><uri>http://www.blogger.com/profile/03369145252888257835</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>2</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3546922957457071127.post-2373232971841739026</id><published>2011-06-17T15:16:00.002+02:00</published><updated>2011-06-17T15:23:39.826+02:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='General'/><title type='text'>THANKS!!!</title><content type='html'>&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://1.bp.blogspot.com/-XfnBUKiT5AY/TftVUDrDlQI/AAAAAAAAAIM/Uzc--xiFq2A/s1600/theatre2.jpg"&gt;&lt;img style="float:right; margin:0 0 10px 10px;cursor:pointer; cursor:hand;width: 320px; height: 210px;" src="http://1.bp.blogspot.com/-XfnBUKiT5AY/TftVUDrDlQI/AAAAAAAAAIM/Uzc--xiFq2A/s320/theatre2.jpg" border="0" alt=""id="BLOGGER_PHOTO_ID_5619178763146466562" /&gt;&lt;/a&gt;&lt;br /&gt;Hello everybody:&lt;br /&gt;&lt;br /&gt;This message is to thank you all for the presents and specially for all the love you have given to me this week.  It is amazing how difficult leaving this High School will be, my dear students!! I hope I will write another message my last day with some special words for you!!&lt;br /&gt;&lt;br /&gt;I also want to remind you that this Tuesday, the 21st June, we've got a date with your parents at 12:30 in the Cultural House of Azuqueca de Henares, to show them the three plays we have prepared this year ("Between Bands", "The Wizard of Oz" and "Alice in Wonderland").  I am very proud of you as actors, it is going to be a great show!!!&lt;br /&gt;&lt;br /&gt;SEE YOU ON TUESDAY IN THE SHOW!!&lt;br /&gt;ANA ESTHER&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3546922957457071127-2373232971841739026?l=europeansectionarcipreste.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://europeansectionarcipreste.blogspot.com/feeds/2373232971841739026/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://europeansectionarcipreste.blogspot.com/2011/06/thanks.html#comment-form' title='2 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3546922957457071127/posts/default/2373232971841739026'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3546922957457071127/posts/default/2373232971841739026'/><link rel='alternate' type='text/html' href='http://europeansectionarcipreste.blogspot.com/2011/06/thanks.html' title='THANKS!!!'/><author><name>ANMOAR</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://1.bp.blogspot.com/-XfnBUKiT5AY/TftVUDrDlQI/AAAAAAAAAIM/Uzc--xiFq2A/s72-c/theatre2.jpg' height='72' width='72'/><thr:total>2</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3546922957457071127.post-7192415956688428026</id><published>2011-06-08T22:08:00.007+02:00</published><updated>2011-06-08T22:56:40.205+02:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Social Sciences'/><title type='text'>COMPLETING THE CONTENTS FOR THE EXAM</title><content type='html'>Hello!&lt;br /&gt;&lt;br /&gt;Click on this link to download the file to complete your notes about High Middle Ages.&lt;br /&gt;&lt;a href="http://dl.dropbox.com/u/14071648/Crisis.doc"&gt;Download&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;In order to win your present for the exam, here you have some videos about the Black Death.&lt;br /&gt;&lt;a href="http://www.youtube.com/watch?v=v8Gk1a-RMAM"&gt;Video&lt;/a&gt;&lt;a href="http://www.youtube.com/watch?v=v8Gk1a-RMAM"&gt; 1&lt;/a&gt;&lt;br /&gt;&lt;a href="http://www.youtube.com/watch?v=DyE8z_Ztifc"&gt;Video 2 &lt;/a&gt;(A funnier version made by a 6th grade pupil!)&lt;br /&gt;&lt;br /&gt;Watch them carefully and answer these questions:&lt;br /&gt;&lt;br /&gt;- Where did t&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://3.bp.blogspot.com/--jhk81DWY9o/Te_hT1IOQWI/AAAAAAAAAEE/LPxA83PuHLQ/s1600/THE-BLACK-PLAGUE-Y.jpg"&gt;&lt;img style="float: left; margin: 0pt 10px 10px 0pt; cursor: pointer; width: 157px; height: 140px;" src="http://3.bp.blogspot.com/--jhk81DWY9o/Te_hT1IOQWI/AAAAAAAAAEE/LPxA83PuHLQ/s200/THE-BLACK-PLAGUE-Y.jpg" alt="" id="BLOGGER_PHOTO_ID_5615954991149629794" border="0" /&gt;&lt;/a&gt;he plague emerge?&lt;br /&gt;- How many people did it kill?&lt;br /&gt;- How is the disease passed on?&lt;br /&gt;- Why is it called `Black Death´?&lt;br /&gt;- Within days does it kill?&lt;br /&gt;- What did most population think about the real reason for the disease?&lt;br /&gt;- Who were the flagellants?&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3546922957457071127-7192415956688428026?l=europeansectionarcipreste.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://europeansectionarcipreste.blogspot.com/feeds/7192415956688428026/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://europeansectionarcipreste.blogspot.com/2011/06/completing-contents-for-exam.html#comment-form' title='21 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3546922957457071127/posts/default/7192415956688428026'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3546922957457071127/posts/default/7192415956688428026'/><link rel='alternate' type='text/html' href='http://europeansectionarcipreste.blogspot.com/2011/06/completing-contents-for-exam.html' title='COMPLETING THE CONTENTS FOR THE EXAM'/><author><name>Pilar</name><uri>http://www.blogger.com/profile/03369145252888257835</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://3.bp.blogspot.com/--jhk81DWY9o/Te_hT1IOQWI/AAAAAAAAAEE/LPxA83PuHLQ/s72-c/THE-BLACK-PLAGUE-Y.jpg' height='72' width='72'/><thr:total>21</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3546922957457071127.post-725247529910574954</id><published>2011-06-02T16:51:00.003+02:00</published><updated>2011-06-02T17:04:22.927+02:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='1 ESO English'/><title type='text'>Old and new cities</title><content type='html'>&lt;a href="http://3.bp.blogspot.com/-emmN8ipW6k8/Teele2ZSdQI/AAAAAAAAASU/s0SjvwOkDto/s1600/Old%2Btown.jpg"&gt;&lt;img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;width: 300px; height: 229px;" src="http://3.bp.blogspot.com/-emmN8ipW6k8/Teele2ZSdQI/AAAAAAAAASU/s0SjvwOkDto/s400/Old%2Btown.jpg" border="0" alt=""id="BLOGGER_PHOTO_ID_5613637409956852994" /&gt;&lt;/a&gt;&lt;br /&gt;Do you know how cities were in the 19th century and how they are today? Here you have two examples, &lt;a href="http://dl.dropbox.com/u/14751509/London%2C%20yesterday%20and%20today.ppt"&gt;London&lt;/a&gt; and &lt;a href="http://dl.dropbox.com/u/14751509/Old%20and%20new%20Chicago.ppt"&gt;Chicago&lt;/a&gt;. All the students in the 1st year have done an excellent work. Thanks a lot to all of you again. You are a great group!&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3546922957457071127-725247529910574954?l=europeansectionarcipreste.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://europeansectionarcipreste.blogspot.com/feeds/725247529910574954/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://europeansectionarcipreste.blogspot.com/2011/06/old-and-new-cities.html#comment-form' title='3 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3546922957457071127/posts/default/725247529910574954'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3546922957457071127/posts/default/725247529910574954'/><link rel='alternate' type='text/html' href='http://europeansectionarcipreste.blogspot.com/2011/06/old-and-new-cities.html' title='Old and new cities'/><author><name>Magda</name><uri>http://www.blogger.com/profile/16722391506504477212</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='33' height='25' src='http://2.bp.blogspot.com/-rxqhhJxn3eY/Tm92IM74HRI/AAAAAAAAAUw/VWf46Awd2lc/s220/escuela%2Bpublica%2B1.bmp'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://3.bp.blogspot.com/-emmN8ipW6k8/Teele2ZSdQI/AAAAAAAAASU/s0SjvwOkDto/s72-c/Old%2Btown.jpg' height='72' width='72'/><thr:total>3</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3546922957457071127.post-6013107146691012517</id><published>2011-05-27T15:34:00.002+02:00</published><updated>2011-05-27T15:37:32.643+02:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='General'/><title type='text'>THANKS, KATE!!!</title><content type='html'>&lt;a href="http://3.bp.blogspot.com/-5n7retUO_gY/Td-pFoerboI/AAAAAAAAAIA/7_SVR4qbHEM/s1600/thank%2Byou.gif"&gt;&lt;img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;width: 300px; height: 300px;" src="http://3.bp.blogspot.com/-5n7retUO_gY/Td-pFoerboI/AAAAAAAAAIA/7_SVR4qbHEM/s320/thank%2Byou.gif" border="0" alt=""id="BLOGGER_PHOTO_ID_5611389574957461122" /&gt;&lt;/a&gt;&lt;br /&gt;Our conversation assistant, Kate, is leaving this week.  We want to thank her for everything, Kate, you have been great, a good conversation assistant and, above all, a great person!! Thanks a lot and we hope we will see you soon!!&lt;br /&gt;Here you have some words that Kate has written to our students:&lt;br /&gt;Hi guys,&lt;br /&gt; &lt;br /&gt;Thanks so much for all your lovely letters and presents!  I could not believe it - you are so thoughtful and kind! It has been such an enormous pleasure working with you this past year and you have never stopped surprising me with your brilliance.  With such a fantastic attitude towards life I am sure you will FLY at everything you want to do.  I  wish you all the luck in the world for the future but most of all have fun while you´re at it.&lt;br /&gt; &lt;br /&gt;I completely love my bracelets - thanks to Laura, Lucia and Lorena  and  to Sonsoles, Maria, Nicole and MariaIsabel - I will wear them both when I take my exam on June 15th to bring me luck  -  so think of me struggling away on that day!&lt;br /&gt; &lt;br /&gt;.....And, Carlos....What can I say?  Thank you very much indeed for your words.  They touched my heart.  You are a courageous and thoughtful young man.   &lt;br /&gt;&lt;br /&gt;That´s all.  Take care all of you.  I shall never forget you!&lt;br /&gt; &lt;br /&gt;Lots of love,  Kate&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3546922957457071127-6013107146691012517?l=europeansectionarcipreste.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://europeansectionarcipreste.blogspot.com/feeds/6013107146691012517/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://europeansectionarcipreste.blogspot.com/2011/05/thanks-kate.html#comment-form' title='8 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3546922957457071127/posts/default/6013107146691012517'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3546922957457071127/posts/default/6013107146691012517'/><link rel='alternate' type='text/html' href='http://europeansectionarcipreste.blogspot.com/2011/05/thanks-kate.html' title='THANKS, KATE!!!'/><author><name>ANMOAR</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://3.bp.blogspot.com/-5n7retUO_gY/Td-pFoerboI/AAAAAAAAAIA/7_SVR4qbHEM/s72-c/thank%2Byou.gif' height='72' width='72'/><thr:total>8</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3546922957457071127.post-4211172158944307937</id><published>2011-05-17T17:06:00.003+02:00</published><updated>2011-05-17T17:19:05.249+02:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Social Sciences'/><title type='text'>A PRESENT FOR THE EXAM...</title><content type='html'>Hi dear pupils!&lt;br /&gt;&lt;br /&gt;I´ve been thinking and... I´m going to give a present to you, but I want you to do something  in return. Try to answer the questions we haven´t answered in class, by looking for the answers in Internet:&lt;br /&gt;&lt;br /&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;w:worddocument&gt;   &lt;w:view&gt;Normal&lt;/w:View&gt;   &lt;w:zoom&gt;0&lt;/w:Zoom&gt;   &lt;w:hyphenationzone&gt;21&lt;/w:HyphenationZone&gt;   &lt;w:punctuationkerning/&gt;   &lt;w:validateagainstschemas/&gt;   &lt;w:saveifxmlinvalid&gt;false&lt;/w:SaveIfXMLInvalid&gt;   &lt;w:ignoremixedcontent&gt;false&lt;/w:IgnoreMixedContent&gt;   &lt;w:alwaysshowplaceholdertext&gt;false&lt;/w:AlwaysShowPlaceholderText&gt;   &lt;w:compatibility&gt;    &lt;w:breakwrappedtables/&gt;    &lt;w:snaptogridincell/&gt;    &lt;w:wraptextwithpunct/&gt;    &lt;w:useasianbreakrules/&gt;    &lt;w:dontgrowautofit/&gt;   &lt;/w:Compatibility&gt;   &lt;w:browserlevel&gt;MicrosoftInternetExplorer4&lt;/w:BrowserLevel&gt;  &lt;/w:WordDocument&gt; &lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;w:latentstyles deflockedstate="false" latentstylecount="156"&gt;  &lt;/w:LatentStyles&gt; &lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if !mso]&gt;&lt;object classid="clsid:38481807-CA0E-42D2-BF39-B33AF135CC4D" id="ieooui"&gt;&lt;/object&gt; &lt;style&gt; st1\:*{behavior:url(#ieooui) } &lt;/style&gt; &lt;![endif]--&gt;&lt;!--[if gte mso 10]&gt; &lt;style&gt;  /* Style Definitions */  table.MsoNormalTable  {mso-style-name:"Tabla normal";  mso-tstyle-rowband-size:0;  mso-tstyle-colband-size:0;  mso-style-noshow:yes;  mso-style-parent:"";  mso-padding-alt:0cm 5.4pt 0cm 5.4pt;  mso-para-margin:0cm;  mso-para-margin-bottom:.0001pt;  mso-pagination:widow-orphan;  font-size:10.0pt;  font-family:"Times New Roman";  mso-ansi-language:#0400;  mso-fareast-language:#0400;  mso-bidi-language:#0400;} &lt;/style&gt; &lt;![endif]--&gt;  &lt;p class="MsoNormal"&gt;&lt;b style="mso-bidi-font-weight:normal"&gt;&lt;u&gt;&lt;span style="mso-ansi-language:EN-GB" lang="EN-GB"&gt;Cordoba´s mosque&lt;/span&gt;&lt;/u&gt;&lt;/b&gt;&lt;span style="" lang="EN-GB"&gt;:&lt;/span&gt;&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://www.arteguias.com/imagenes3/mezquitacordoba.jpg"&gt;&lt;img style="float: right; margin: 0pt 0pt 10px 10px; cursor: pointer; width: 286px; height: 227px;" src="http://www.arteguias.com/imagenes3/mezquitacordoba.jpg" alt="" border="0" /&gt;&lt;/a&gt;&lt;/p&gt;  &lt;p class="MsoNormal"&gt;&lt;span style="mso-ansi-language:EN-GB" lang="EN-GB"&gt;Who started its construction?&lt;/span&gt;&lt;/p&gt;  &lt;p class="MsoNormal"&gt;&lt;span style="" lang="EN-GB"&gt;What does it look like in the outside? Why?&lt;/span&gt;&lt;/p&gt;&lt;p class="MsoNormal"&gt;&lt;span style="mso-ansi-language:EN-GB" lang="EN-GB"&gt;&lt;a href="http://www.planetware.com/cordoba/mosque-cathedral-e-and-mezq.htm"&gt;Hint&lt;/a&gt;&lt;br /&gt;&lt;/span&gt;&lt;/p&gt;  &lt;p class="MsoNormal"&gt;&lt;span style="mso-ansi-language:EN-GB" lang="EN-GB"&gt; &lt;/span&gt;&lt;b style="mso-bidi-font-weight:normal"&gt;&lt;u&gt;&lt;span style="mso-ansi-language:   EN-GB" lang="EN-GB"&gt;Alhambra&lt;/span&gt;&lt;/u&gt;&lt;/b&gt;&lt;b style="mso-bidi-font-weight: normal"&gt;&lt;u&gt;&lt;span style="mso-ansi-language:EN-GB" lang="EN-GB"&gt; palace:&lt;/span&gt;&lt;/u&gt;&lt;/b&gt;&lt;/p&gt;&lt;span style="mso-ansi-language:EN-GB" lang="EN-GB"&gt;Which three parts is it composed of?&lt;/span&gt; (Write the names)&lt;br /&gt;a) Defensive part&lt;br /&gt;b) Official part&lt;br /&gt;c) Gardens&lt;br /&gt;&lt;br /&gt;I´m waiting for your answers; as soon as you do, I´ll give you my present!&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3546922957457071127-4211172158944307937?l=europeansectionarcipreste.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://europeansectionarcipreste.blogspot.com/feeds/4211172158944307937/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://europeansectionarcipreste.blogspot.com/2011/05/present-for-exam.html#comment-form' title='21 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3546922957457071127/posts/default/4211172158944307937'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3546922957457071127/posts/default/4211172158944307937'/><link rel='alternate' type='text/html' href='http://europeansectionarcipreste.blogspot.com/2011/05/present-for-exam.html' title='A PRESENT FOR THE EXAM...'/><author><name>Pilar</name><uri>http://www.blogger.com/profile/03369145252888257835</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>21</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3546922957457071127.post-943482865145336661</id><published>2011-05-14T11:32:00.003+02:00</published><updated>2011-05-14T15:05:46.549+02:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Social Sciences'/><title type='text'>APRIL´S COUPLE</title><content type='html'>And our April´s best couple because of their attitude, daily work, responsibility are...&lt;br /&gt;&lt;br /&gt;&lt;div style="text-align: center;"&gt;&lt;img style="width: 350px; height: 199px;" 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
