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<?xml-stylesheet type="text/xsl" media="screen" href="/~d/styles/atom10full.xsl"?><?xml-stylesheet type="text/css" media="screen" href="http://feeds.feedburner.com/~d/styles/itemcontent.css"?><feed xmlns="http://www.w3.org/2005/Atom" xmlns:openSearch="http://a9.com/-/spec/opensearch/1.1/" xmlns:georss="http://www.georss.org/georss" xmlns:gd="http://schemas.google.com/g/2005" xmlns:thr="http://purl.org/syndication/thread/1.0" xmlns:feedburner="http://rssnamespace.org/feedburner/ext/1.0" gd:etag="W/&quot;CUYFQHo8fip7ImA9WhRaE0o.&quot;"><id>tag:blogger.com,1999:blog-5713488658549868070</id><updated>2012-02-16T00:18:31.476-06:00</updated><title>Rubria Edith Abril</title><subtitle type="html">GUIAS DE BIOLOGIA, QUIMICA, MATEMATICAS Y FISICA PARA BACHILLERATO</subtitle><link rel="http://schemas.google.com/g/2005#feed" type="application/atom+xml" href="http://rubriaedithabril.blogspot.com/feeds/posts/default" /><link rel="alternate" type="text/html" href="http://rubriaedithabril.blogspot.com/" /><author><name>Rubi</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>5</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>25</openSearch:itemsPerPage><atom10:link xmlns:atom10="http://www.w3.org/2005/Atom" rel="self" type="application/atom+xml" href="http://feeds.feedburner.com/RubriaEdithAbril" /><feedburner:info uri="rubriaedithabril" /><atom10:link xmlns:atom10="http://www.w3.org/2005/Atom" rel="hub" href="http://pubsubhubbub.appspot.com/" /><entry gd:etag="W/&quot;D04FQXg_eCp7ImA9WhZUGE4.&quot;"><id>tag:blogger.com,1999:blog-5713488658549868070.post-8551151855707615038</id><published>2011-06-11T18:43:00.001-05:00</published><updated>2011-06-11T18:45:10.640-05:00</updated><app:edited xmlns:app="http://www.w3.org/2007/app">2011-06-11T18:45:10.640-05:00</app:edited><title>Practicando Química</title><content type="html">&lt;div style="color: red; text-align: justify;"&gt;Hola a todos,&amp;nbsp;&lt;/div&gt;&lt;div style="color: blue; text-align: justify;"&gt;Espero que les esté sirviendo mucho las guías. Por aquí les dejo unos ejercicios de química para que practiquen cuando sea su exámen. Los encontraran en la sección de GUIAS DE QUIMICA.&lt;a href="http://www.blogger.com/post-edit.g?blogID=5713488658549868070&amp;amp;postID=8551151855707615038" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;img alt="" border="0" height="191" 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" width="200" /&gt;&lt;/a&gt; Les dejo el archivo con respuestas y sin respuestas. No hagan trampa. Y no se desanimen si no sale a la primera. Ojala les sirva. Y ya saben cualquier duda pueden mandarme un mail a: &lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;span style="color: magenta;"&gt;missalumnitos@gmail.com&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;a 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&lt;a href="http://feedads.g.doubleclick.net/~a/WMvdeiEcVUd9MS0eJgnwCxWlhWU/1/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/WMvdeiEcVUd9MS0eJgnwCxWlhWU/1/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;/p&gt;&lt;img src="http://feeds.feedburner.com/~r/RubriaEdithAbril/~4/lGxpZ1EaSlQ" height="1" width="1"/&gt;</content><link rel="replies" type="application/atom+xml" href="http://rubriaedithabril.blogspot.com/feeds/6102819542897474520/comments/default" title="Enviar comentarios" /><link rel="replies" type="text/html" href="http://rubriaedithabril.blogspot.com/2011/03/blog-post.html#comment-form" title="0 comentarios" /><link rel="edit" type="application/atom+xml" href="http://www.blogger.com/feeds/5713488658549868070/posts/default/6102819542897474520?v=2" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/5713488658549868070/posts/default/6102819542897474520?v=2" /><link rel="alternate" type="text/html" href="http://feedproxy.google.com/~r/RubriaEdithAbril/~3/lGxpZ1EaSlQ/blog-post.html" title="" /><author><name>Rubi</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="https://lh6.googleusercontent.com/-lkE_wxmjpck/TY5Gf3tMDAI/AAAAAAAAACM/7r-mFf2K_CE/s72-c/uts.jpg" height="72" width="72" /><thr:total>0</thr:total><feedburner:origLink>http://rubriaedithabril.blogspot.com/2011/03/blog-post.html</feedburner:origLink></entry><entry gd:etag="W/&quot;CkcDQ304cSp7ImA9Wx9QFE8.&quot;"><id>tag:blogger.com,1999:blog-5713488658549868070.post-1937442675361013036</id><published>2010-12-26T21:21:00.000-06:00</published><updated>2010-12-26T21:21:12.339-06:00</updated><app:edited xmlns:app="http://www.w3.org/2007/app">2010-12-26T21:21:12.339-06:00</app:edited><title>FELICES FIESTAS</title><content type="html">&lt;div style="color: magenta; font-family: &amp;quot;Courier New&amp;quot;,Courier,monospace; text-align: center;"&gt;&lt;i&gt;QUIERO AGRADECER POR TODOS SUS COMENTARIOS Y ESPERO CON TODA SINCERIDAD QUE EL AÑO QUE VIENE SEA DE LO MEJOR. ESPERO AUN LES SIRVAN LAS GUIAS O BIEN QUIEN YA LAS HA UTILIZADO QUE ME HAGA SUS COMENTARIOS PARA PODER MEJORAR ESTE BLOG. DE CUALQUIER FORMA, SABEN QUE PUEDEN MANDARME SUS DUDAS A:&lt;/i&gt;&lt;/div&gt;&lt;div style="color: magenta; font-family: &amp;quot;Courier New&amp;quot;,Courier,monospace; text-align: center;"&gt;&lt;i&gt;missalumnitos@gmail.com&lt;/i&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5713488658549868070-1937442675361013036?l=rubriaedithabril.blogspot.com' alt='' /&gt;&lt;/div&gt;
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&lt;a href="http://feedads.g.doubleclick.net/~a/yPEqXjHUUa2SCqIOauH4y7WcFKw/1/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/yPEqXjHUUa2SCqIOauH4y7WcFKw/1/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;/p&gt;&lt;img src="http://feeds.feedburner.com/~r/RubriaEdithAbril/~4/Mxd3Tg0dXao" height="1" width="1"/&gt;</content><link rel="replies" type="application/atom+xml" href="http://rubriaedithabril.blogspot.com/feeds/1937442675361013036/comments/default" title="Enviar comentarios" /><link rel="replies" type="text/html" href="http://rubriaedithabril.blogspot.com/2010/12/felices-fiestas.html#comment-form" title="0 comentarios" /><link rel="edit" type="application/atom+xml" href="http://www.blogger.com/feeds/5713488658549868070/posts/default/1937442675361013036?v=2" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/5713488658549868070/posts/default/1937442675361013036?v=2" /><link rel="alternate" type="text/html" href="http://feedproxy.google.com/~r/RubriaEdithAbril/~3/Mxd3Tg0dXao/felices-fiestas.html" title="FELICES FIESTAS" /><author><name>Rubi</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>0</thr:total><feedburner:origLink>http://rubriaedithabril.blogspot.com/2010/12/felices-fiestas.html</feedburner:origLink></entry><entry gd:etag="W/&quot;CUcAQng-eip7ImA9WxFXF0k.&quot;"><id>tag:blogger.com,1999:blog-5713488658549868070.post-2160999979189269470</id><published>2010-05-24T18:17:00.000-05:00</published><updated>2010-05-24T18:17:23.652-05:00</updated><app:edited xmlns:app="http://www.w3.org/2007/app">2010-05-24T18:17:23.652-05:00</app:edited><title>QUIEN ENTIENDE</title><content type="html">Esta es una queja para uno que otro colega de MENTE CERRADA.&lt;br /&gt;
&lt;br /&gt;
Resulta que como parte de mi trabajo es dar asesorias y muy seguido recibo quejas por parte de los alumnos por algunos maestros que tercos quieren que un problema de matemáticas se resuelva como ellos quieren, como es posible que a estas alturas cierren su pequeña mente y no se den cuenta que las matemáticas son tan flexibles que nos permiten resolver los problemas de diferentes maneras y NO DE UNA SOLA, quiero decirle a este tipo de maestros que en lugar de ayudar al alumno lo perjudican y entorpecen el aprendizaje!!!!!!!&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5713488658549868070-2160999979189269470?l=rubriaedithabril.blogspot.com' alt='' /&gt;&lt;/div&gt;
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&lt;a href="http://feedads.g.doubleclick.net/~a/KLKQF7gWnOYTX49NKkhdCihvLYU/1/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/KLKQF7gWnOYTX49NKkhdCihvLYU/1/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;/p&gt;&lt;img src="http://feeds.feedburner.com/~r/RubriaEdithAbril/~4/SQhNjBii_IE" height="1" width="1"/&gt;</content><link rel="replies" type="application/atom+xml" href="http://rubriaedithabril.blogspot.com/feeds/2160999979189269470/comments/default" title="Enviar comentarios" /><link rel="replies" type="text/html" href="http://rubriaedithabril.blogspot.com/2010/05/quien-entiende.html#comment-form" title="2 comentarios" /><link rel="edit" type="application/atom+xml" href="http://www.blogger.com/feeds/5713488658549868070/posts/default/2160999979189269470?v=2" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/5713488658549868070/posts/default/2160999979189269470?v=2" /><link rel="alternate" type="text/html" href="http://feedproxy.google.com/~r/RubriaEdithAbril/~3/SQhNjBii_IE/quien-entiende.html" title="QUIEN ENTIENDE" /><author><name>Rubi</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>2</thr:total><feedburner:origLink>http://rubriaedithabril.blogspot.com/2010/05/quien-entiende.html</feedburner:origLink></entry><entry gd:etag="W/&quot;A0EBSXg6eyp7ImA9WxFQFUQ.&quot;"><id>tag:blogger.com,1999:blog-5713488658549868070.post-3622404407421646363</id><published>2010-04-18T00:33:00.007-05:00</published><updated>2010-05-11T12:40:58.613-05:00</updated><app:edited xmlns:app="http://www.w3.org/2007/app">2010-05-11T12:40:58.613-05:00</app:edited><title>HOLA</title><content type="html">&lt;div class="separator" style="clear: both; color: #993399; font-weight: bold; text-align: center;"&gt;&lt;a href="http://4.bp.blogspot.com/_G1y8J_RKgJc/S92lCjiWtJI/AAAAAAAAABc/HiMlKa9QTCE/s1600/DSC00212.JPG" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="320" src="http://4.bp.blogspot.com/_G1y8J_RKgJc/S92lCjiWtJI/AAAAAAAAABc/HiMlKa9QTCE/s320/DSC00212.JPG" width="240" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div style="color: #993399; font-weight: bold; text-align: center;"&gt;&lt;span style="font-family: Times, &amp;quot;Times New Roman&amp;quot;, serif;"&gt;Hola a todos mis alumnos, ex-alumnos y extraños.&amp;nbsp; &lt;/span&gt;&lt;/div&gt;&lt;div style="color: #993399; font-weight: bold; text-align: center;"&gt;&lt;span style="font-family: Times, &amp;quot;Times New Roman&amp;quot;, serif;"&gt;&lt;br /&gt;
&lt;/span&gt;&lt;/div&gt;&lt;div style="color: #993399; font-weight: bold; text-align: center;"&gt;&lt;span style="font-family: Times, &amp;quot;Times New Roman&amp;quot;, serif;"&gt;En este blog dejaré algunas guías que voy elaborando de las materias de química, biología, física y matemáticas.&amp;nbsp; &lt;/span&gt;&lt;/div&gt;&lt;div style="color: #993399; font-weight: bold; text-align: center;"&gt;&lt;span style="font-family: Times, &amp;quot;Times New Roman&amp;quot;, serif;"&gt;&lt;br /&gt;
&lt;/span&gt;&lt;/div&gt;&lt;div style="color: #993399; font-weight: bold; text-align: center;"&gt;&lt;span style="font-family: Times, &amp;quot;Times New Roman&amp;quot;, serif;"&gt;Normalmente son las que uso durante las clases, después pondré algunos ejercicios, igual si no le entienden a algún tema o quieren más ejercicios, dejen sus comentarios y lo resolvemos.&lt;/span&gt;&lt;/div&gt;&lt;div style="color: #993399; font-weight: bold; text-align: center;"&gt;&lt;span style="font-family: Times, &amp;quot;Times New Roman&amp;quot;, serif;"&gt;&lt;br /&gt;
&lt;/span&gt;&lt;/div&gt;&lt;div style="color: #993399; font-weight: bold; text-align: center;"&gt;&lt;span style="font-family: Times, &amp;quot;Times New Roman&amp;quot;, serif;"&gt;Nos vemos en clase, o donde me los encuentre&lt;/span&gt;&lt;/div&gt;&lt;div style="color: #993399; font-weight: bold; text-align: center;"&gt;&lt;span style="font-family: Times, &amp;quot;Times New Roman&amp;quot;, serif;"&gt;&lt;br /&gt;
&lt;/span&gt;&lt;/div&gt;&lt;div style="color: #993399; font-weight: bold; text-align: center;"&gt;&lt;span style="font-family: Times, &amp;quot;Times New Roman&amp;quot;, serif;"&gt;&lt;br /&gt;
&lt;/span&gt;&lt;/div&gt;&lt;div style="color: #993399; font-weight: bold; text-align: center;"&gt;&lt;span style="font-family: Times, &amp;quot;Times New Roman&amp;quot;, serif;"&gt;&lt;br /&gt;
&lt;/span&gt;&lt;/div&gt;&lt;div style="color: #993399; font-weight: bold; text-align: center;"&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div style="color: #993399; font-weight: bold; text-align: center;"&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div style="color: #993399; font-weight: bold; text-align: center;"&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div style="color: #993399; font-weight: bold; text-align: center;"&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div style="color: #993399; font-weight: bold; text-align: left;"&gt;&lt;span style="color: red;"&gt;&lt;span style="font-family: Times, &amp;quot;Times New Roman&amp;quot;, serif;"&gt;NOTA:&amp;nbsp; &lt;span style="color: blue;"&gt;PARA DESCARGAR LAS GUIAS:&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="color: #993399; font-weight: bold; text-align: center;"&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div style="color: #993399; font-weight: bold; text-align: left;"&gt;&lt;span style="color: #134f5c; font-family: Times;"&gt;Lo pueden hacer por scrib&lt;/span&gt;&lt;/div&gt;&lt;div style="color: #993399; font-weight: bold; text-align: left;"&gt;&lt;span style="color: red;"&gt;&lt;span style="color: blue; font-family: Times, &amp;quot;Times New Roman&amp;quot;, serif;"&gt;mail: missalumnitos@gmail.com&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="color: #993399; font-weight: bold; text-align: left;"&gt;&lt;span style="font-family: Times, &amp;quot;Times New Roman&amp;quot;, serif;"&gt;&lt;span style="color: red;"&gt;&lt;span style="color: blue;"&gt;pass: MAESTRAABRIL&lt;/span&gt;&lt;/span&gt; &lt;/span&gt;&lt;/div&gt;&lt;div style="color: #993399; font-weight: bold; text-align: left;"&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div style="color: #993399; font-weight: bold; text-align: left;"&gt;&lt;span style="color: purple; font-family: Times;"&gt;Lo pueden hacer por 4shared&lt;/span&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5713488658549868070-3622404407421646363?l=rubriaedithabril.blogspot.com' alt='' /&gt;&lt;/div&gt;
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&lt;a href="http://feedads.g.doubleclick.net/~a/zPRkzpO0T5doig2z0ESTMltD2DA/1/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/zPRkzpO0T5doig2z0ESTMltD2DA/1/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;/p&gt;&lt;img src="http://feeds.feedburner.com/~r/RubriaEdithAbril/~4/4_cWH7qOL2Y" height="1" width="1"/&gt;</content><link rel="replies" type="application/atom+xml" href="http://rubriaedithabril.blogspot.com/feeds/3622404407421646363/comments/default" title="Enviar comentarios" /><link rel="replies" type="text/html" href="http://rubriaedithabril.blogspot.com/2010/04/hola-me-presento.html#comment-form" title="14 comentarios" /><link rel="edit" type="application/atom+xml" href="http://www.blogger.com/feeds/5713488658549868070/posts/default/3622404407421646363?v=2" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/5713488658549868070/posts/default/3622404407421646363?v=2" /><link rel="alternate" type="text/html" href="http://feedproxy.google.com/~r/RubriaEdithAbril/~3/4_cWH7qOL2Y/hola-me-presento.html" title="HOLA" /><author><name>Rubi</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/_G1y8J_RKgJc/S92lCjiWtJI/AAAAAAAAABc/HiMlKa9QTCE/s72-c/DSC00212.JPG" height="72" width="72" /><thr:total>14</thr:total><feedburner:origLink>http://rubriaedithabril.blogspot.com/2010/04/hola-me-presento.html</feedburner:origLink></entry></feed>

