tag:blogger.com,1999:blog-60263667963630510322024-03-05T12:59:26.442+01:00Matemáticas Educación Infantil y Primaria Colegio Arturo SoriaConstruimos matemáticas escuchando al niño y guiando su pensamiento. ¡Nuestros alumnos disfrutan aprendiendo!Unknownnoreply@blogger.comBlogger91125tag:blogger.com,1999:blog-6026366796363051032.post-44494002036218223172015-02-28T16:27:00.001+01:002015-03-02T20:14:35.683+01:00¡¡NOS TRASLADAMOS!!<span style="font-size: large;">A partir del mes de marzo 2015 tenemos nueva dirección</span><br />
<a href="http://matematicasprimaria.colegioarturosoria.org/" target="_blank"><span style="font-size: large;">http://matematicasprimaria.colegioarturosoria.org/</span></a>
<br />
<br />
<img alt="Resultado de imagen de matematicas simpaticas" src="https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcSi7pcHDt4dNppJoMUL9pjKhdYGpgGg83bB6hUS9MuQ0UFajL2klQ" />Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-6026366796363051032.post-50907844388109354312015-02-24T15:01:00.000+01:002015-02-24T15:01:09.200+01:00Rumbo a las estrellas
Los alumnos de 4º de Primaria del Colegio Arturo Soria han realizado un taller con Divermates donde aprendieron cómo han usado los marineros durante siglos las estrellas para orientarse en las noches en el medio del mar. Además construyeron su propio astrolabio para poder convertirse en auténticos navegantes.<iframe src="//player.vimeo.com/video/119987826" width="500" height="282" frameborder="0" webkitallowfullscreen mozallowfullscreen allowfullscreen></iframe> <p><a href="https://vimeo.com/119987826">trim.285CFC59-3A7F-4E83-BD09-DEA5AC1D7DDA</a> from <a href="https://vimeo.com/user37479100">Toñi F. Miranda</a> on <a href="https://vimeo.com">Vimeo</a>.</p>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-6026366796363051032.post-83302945282312202015-02-12T19:20:00.000+01:002015-02-16T20:27:26.713+01:00Origami en 6º de PrimariaLos alumnos de sexto del Colegio Arturo Soria han realizado el Taller de Origami con Divermates.<br />
El Origami es un antiguo arte japonés que se basa en plegar una hoja de papel sin usar tijeras ni pegamento. A este arte también se le denomina Papiroflexia o cocotología.<br />
Han visto cuantas matemáticas pueden salir de estas sencillas construcciones, y como todo el trabajo de un origamista se basa en las construcciones geométricas planas (bisectriz, mediatriz, construcción de rectas paralelas, perpendiculares, etc…). Han realizado de esta forma ejemplos de animales, plantas y otros objetos imitando a los origamistas Akira Yoshikawa, Komatsu, Gabriel Álvarez, Robert Lang...<br />
También han trabajado el llamado origami modular, en el que es necesario plegar y ensamblar un gran número de piezas sencillas para hacer variaciones de poliedros muy hermosas, atendiendo de esta forma al trabajo en equipo.<br />
Cada clase ha construido un icosaedro estrellado con treinta módulos de sonobé. ¡Lo han pasado estupendamente y los icosaedros han quedado geniales!<br />
<br />
<div>
.<iframe allowfullscreen="" frameborder="0" height="281" mozallowfullscreen="" src="//player.vimeo.com/video/119640180" webkitallowfullscreen="" width="500"></iframe> <br />
ORIGAMI 6º DIVERMATES from <a href="https://vimeo.com/user29232539">Rosa Samprón</a> on <a href="https://vimeo.com/">Vimeo</a>.</div>
Unknownnoreply@blogger.com1tag:blogger.com,1999:blog-6026366796363051032.post-15346641970624130122015-02-06T18:08:00.000+01:002015-02-08T18:13:44.315+01:00¡MATEMÁTICAS SIMPÁTICAS!<a href="data:image/jpeg;base64,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" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a>Los enlaces de la Junta de Castilla y León MATEMÁTICAS SIMPÁTICAS <a href="http://www.educa.jcyl.es/zonaalumnos/es/recursos/aplicaciones-boecillo-multimedia/mates-simpaticas" target="_blank">http://www.educa.jcyl.es/zonaalumnos/es/recursos/aplicaciones-boecillo-multimedia/mates-simpaticas</a><br />
se adaptan muy bien a nuestra metodología. Cada curso de Primaria cuenta con uno. Elige el tuyo!<br />
<div class="separator" style="clear: both; text-align: center;">
<img src="https://segundoepvedruna.files.wordpress.com/2015/01/captura-de-pantalla-2015-01-05-a-las-17-21-09.png?w=593&h=446" /></div>
<br />
<br />Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-6026366796363051032.post-77243147154212441342015-02-06T17:58:00.000+01:002015-02-08T18:04:33.944+01:00¡USA EL COCO!En nuestras clases de Ed. Primaria enseñamos a nuestros alumnos a usar el coco.<br />
Nos gusta entrar en esta página <a href="http://www.usaelcoco.com/" target="_blank">http://www.usaelcoco.com/</a> <img src="https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcT4BUyHZOh38bAEWI6qO2yXL-SlTXaBraCBifb2cMX6jyH2M6Iz7g" /><br />
y realizar las actividades propuestas, sobre todo las de RAZONAMIENTO<br />
<br />Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-6026366796363051032.post-867198255627452012015-01-30T16:57:00.000+01:002015-01-31T13:43:39.412+01:00Día Escolar de la No Violencia y la PazDesde 1964, para conmemorar la muerte de Gandhi, se celebra el 30 de enero el Día Escolar de la No Violencia y la Paz, reconocido por la UNESCO en 1993.
En esta fecha se recuerda la necesidad de la educación para la tolerancia, la solidaridad, el respeto a los Derechos Humanos, la no violencia y la paz.<br />
El <span style="font-size: large;">lema de este día </span>es:<br />
<span style="color: blue; font-size: large;">'Amor universal, no-violencia y paz. </span><br />
<span style="color: blue; font-size: large;">El amor universal es mejor que el egoísmo, </span><br />
<span style="color: blue; font-size: large;">la no-violencia es mejor que la violencia y </span><br />
<span style="color: blue; font-size: large;">la paz es mejor que la guerra'. </span><br />
<br />
<b>En nuestras clases de Matemáticas en el Colegio Arturo Soria nos unimos a la Celebración de este Día e investigamos sobre</b><br />
<b><br /></b>
<b>EL ORIGEN DE LOS SÍMBOLOS DE LA PAZ:</b><br />
Un círculo con tres líneas en su interior, una en la parte superior y dos en la inferior en forma de huella de ave, que tuvo su etapa más representativa en la década de los 60 con la cultura y movimiento hippie. Fue creado en 1958 por el diseñador británico Gerald Holtom para la campaña de desarme "British Campaign for Nuclear Disarmament", aunque después su significado se extendería al sentido más general de "paz" con el que se interpreta hoy en día. Holtom se basó en las letras (Nuclear Disarmament) según el abecedario semáforo en donde N se representaría con ambos brazos hacia abajo (uno a un lado y otro al otro) y la De con un brazo vertical hacia arriba y otro vertical hacia abajo.<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgHunNog69n8KAnU1VxEk5LVziNdEy9NPAK9Ez4nu9FETgMeS0ki9YTzHUr_TyPPRnCa5U31qPoKInyRWWBfVxVCanUr9-ooi6rhsbNn1nNaCVDfdcV5LgK2sbL4zosXkpIlLLVDOL40E0L/s1600/paz02.png" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgHunNog69n8KAnU1VxEk5LVziNdEy9NPAK9Ez4nu9FETgMeS0ki9YTzHUr_TyPPRnCa5U31qPoKInyRWWBfVxVCanUr9-ooi6rhsbNn1nNaCVDfdcV5LgK2sbL4zosXkpIlLLVDOL40E0L/s320/paz02.png" height="118" width="320" /></a></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiqZr45nYsTZvV_5wlKwOMlRQSlePWD1F99N1r_728VFXyq6O8mUET48bT2PtQ7-1wTDWKecdaejRjKZiVVd8hrsephHxI3xhMcIXanq5b5qhYokZklPSt0vjUSwB74DCNgaLP9bDXm57s5/s1600/PAZ+1.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiqZr45nYsTZvV_5wlKwOMlRQSlePWD1F99N1r_728VFXyq6O8mUET48bT2PtQ7-1wTDWKecdaejRjKZiVVd8hrsephHxI3xhMcIXanq5b5qhYokZklPSt0vjUSwB74DCNgaLP9bDXm57s5/s1600/PAZ+1.jpg" height="400" width="400" /></a></div>
<div class="separator" style="clear: both; text-align: center;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<span style="text-align: start;">Una paloma blanca, con una rama de olivo en el pico. Reconocida universalmente como símbolo de paz tras las guerras sufridas a lo largo del siglo XX, esta paloma es de origen bíblico. Aparece por primera vez en el relato del Arca de Noé, siendo la encargada de ver cuál era el estado del mundo tras el diluvio universal.</span></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj3-SBKvJWy1umVr6-A3Z63XagSxddE5Hm-PWVSKs7djSvgvUFOiwpVJo0t3jQmIwM9fNaKSuaid31VBMHXlzSOlH9UT-J-h46_gvjQGz4nTtbIKFRucT_QE87BnzRCevPTmYE1YtYtcjGR/s1600/paloma-de-la-paz-picasso1.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj3-SBKvJWy1umVr6-A3Z63XagSxddE5Hm-PWVSKs7djSvgvUFOiwpVJo0t3jQmIwM9fNaKSuaid31VBMHXlzSOlH9UT-J-h46_gvjQGz4nTtbIKFRucT_QE87BnzRCevPTmYE1YtYtcjGR/s400/paloma-de-la-paz-picasso1.jpg" /></a></div>
Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-6026366796363051032.post-52447709263290711562015-01-14T21:11:00.001+01:002015-01-14T21:13:21.039+01:00¡preciosas esculturas matemáticas!Nuestros amigos de DIVERMATES nos enseñan estas preciosas esculturas matemáticas.<br />
¡Disfrutad con este nuevo vídeo!<br />
<br />
<iframe src="//player.vimeo.com/video/116582567" width="500" height="281" frameborder="0" webkitallowfullscreen mozallowfullscreen allowfullscreen></iframe> <p><a href="http://vimeo.com/116582567">Fibonacci Zoetrope Sculptures</a> from <a href="http://vimeo.com/pier9">Pier 9</a> on <a href="https://vimeo.com">Vimeo</a>.</p>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-6026366796363051032.post-48341281027071708192015-01-14T12:26:00.001+01:002015-01-14T12:26:50.564+01:00TABLAS DE MULTIPLICAR<!--[if gte mso 9]><xml>
<w:WordDocument>
<w:View>Normal</w:View>
<w:Zoom>0</w:Zoom>
<w:HyphenationZone>21</w:HyphenationZone>
<w:PunctuationKerning/>
<w:ValidateAgainstSchemas/>
<w:SaveIfXMLInvalid>false</w:SaveIfXMLInvalid>
<w:IgnoreMixedContent>false</w:IgnoreMixedContent>
<w:AlwaysShowPlaceholderText>false</w:AlwaysShowPlaceholderText>
<w:Compatibility>
<w:BreakWrappedTables/>
<w:SnapToGridInCell/>
<w:WrapTextWithPunct/>
<w:UseAsianBreakRules/>
<w:DontGrowAutofit/>
</w:Compatibility>
<w:BrowserLevel>MicrosoftInternetExplorer4</w:BrowserLevel>
</w:WordDocument>
</xml><![endif]--><br />
<!--[if gte mso 9]><xml>
<w:LatentStyles DefLockedState="false" LatentStyleCount="156">
</w:LatentStyles>
</xml><![endif]--><!--[if gte mso 10]>
<style>
/* 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;}
</style>
<![endif]-->
<br />
<div class="MsoNormal">
Si te sabes las <a href="http://www3.gobiernodecanarias.org/medusa/eltanquematematico/tablas_septiembre/index_p.html" target="_blank">tablas de multiplicar</a>, descubrirás a ocho de
los mejores matemáticos de la historia.<span style="mso-spacerun: yes;"> </span><!--[if !mso]>
<style>
v\:* {behavior:url(#default#VML);}
o\:* {behavior:url(#default#VML);}
w\:* {behavior:url(#default#VML);}
.shape {behavior:url(#default#VML);}
</style>
<![endif]--></div>
<br />
<div class="MsoNormal">
<!--[if gte mso 9]><xml>
<w:WordDocument>
<w:View>Normal</w:View>
<w:Zoom>0</w:Zoom>
<w:HyphenationZone>21</w:HyphenationZone>
<w:PunctuationKerning/>
<w:ValidateAgainstSchemas/>
<w:SaveIfXMLInvalid>false</w:SaveIfXMLInvalid>
<w:IgnoreMixedContent>false</w:IgnoreMixedContent>
<w:AlwaysShowPlaceholderText>false</w:AlwaysShowPlaceholderText>
<w:Compatibility>
<w:BreakWrappedTables/>
<w:SnapToGridInCell/>
<w:WrapTextWithPunct/>
<w:UseAsianBreakRules/>
<w:DontGrowAutofit/>
</w:Compatibility>
<w:BrowserLevel>MicrosoftInternetExplorer4</w:BrowserLevel>
</w:WordDocument>
</xml><![endif]--><!--[if gte mso 9]><xml>
<w:LatentStyles DefLockedState="false" LatentStyleCount="156">
</w:LatentStyles>
</xml><![endif]--><!--[if gte mso 10]>
<style>
/* 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;}
</style>
<![endif]--><span style="font-family: "Times New Roman"; font-size: 12.0pt; mso-ansi-language: ES; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;"></span></div>
<div class="MsoNormal">
<img class="rg_i" data-src="https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcR641dYlnKOm_3tS3WJyB_BEEgZ5LcVoE9omW9HXugpmAjfaQ33" data-sz="f" name="r81c9JST7EuK4M:" src="https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcR641dYlnKOm_3tS3WJyB_BEEgZ5LcVoE9omW9HXugpmAjfaQ33" style="height: 184px; margin-left: 0px; margin-right: -1px; margin-top: 0px; width: 131px;" /></div>
<br />
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span style="mso-spacerun: yes;"><!--[if !mso]>
<style>
v\:* {behavior:url(#default#VML);}
o\:* {behavior:url(#default#VML);}
w\:* {behavior:url(#default#VML);}
.shape {behavior:url(#default#VML);}
</style>
<![endif]--></span></div>
<br />
<div class="MsoNormal">
<span style="mso-spacerun: yes;"><!--[if gte mso 9]><xml>
<w:WordDocument>
<w:View>Normal</w:View>
<w:Zoom>0</w:Zoom>
<w:HyphenationZone>21</w:HyphenationZone>
<w:PunctuationKerning/>
<w:ValidateAgainstSchemas/>
<w:SaveIfXMLInvalid>false</w:SaveIfXMLInvalid>
<w:IgnoreMixedContent>false</w:IgnoreMixedContent>
<w:AlwaysShowPlaceholderText>false</w:AlwaysShowPlaceholderText>
<w:Compatibility>
<w:BreakWrappedTables/>
<w:SnapToGridInCell/>
<w:WrapTextWithPunct/>
<w:UseAsianBreakRules/>
<w:DontGrowAutofit/>
</w:Compatibility>
<w:BrowserLevel>MicrosoftInternetExplorer4</w:BrowserLevel>
</w:WordDocument>
</xml><![endif]--><!--[if gte mso 9]><xml>
<w:LatentStyles DefLockedState="false" LatentStyleCount="156">
</w:LatentStyles>
</xml><![endif]--><!--[if gte mso 10]>
<style>
/* 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;}
</style>
<![endif]--><span style="font-family: "Times New Roman"; font-size: 12.0pt; mso-ansi-language: ES; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;"></span> </span></div>
<div class="MsoNormal">
<span style="mso-spacerun: yes;"><br /></span></div>
Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-6026366796363051032.post-21620936191942823422015-01-09T13:02:00.000+01:002015-01-11T13:06:05.330+01:00Interesante entrevista a José Antonio Fernández BravoIniciamos el nuevo Año 2015 con esta interesante entrevista en El Confidencial (8/1/15) al mejor profesor, José Antonio Fernández Bravo, hoy Decano de la UCJC de Madrid.<br />
En ella nos da ocho consejos para mejorar la enseñanza. ¡Los compartimos!<br />
<br />
Muchos de los profesores de Matemáticas del Colegio Arturo Soria hemos tenido el placer de escucharle y formarnos con él durante varios años.<br />
<br />
<a href="http://www.elconfidencial.com/alma-corazon-vida/2015-01-08/uno-de-nuestros-mejores-profesores-senala-el-gran-error-en-la-ensenanza-de-matematicas_599881/" target="_blank">http://www.elconfidencial.com/alma-corazon-vida/2015-01-08/uno-de-nuestros-mejores-profesores-senala-el-gran-error-en-la-ensenanza-de-matematicas_599881/</a>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-6026366796363051032.post-63673166100898796562014-12-19T21:16:00.000+01:002014-12-19T22:22:47.848+01:00<br />
<div class="separator" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em; text-align: center;">
<img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhUnGFiWzfaa8qh5PVw8jAH_37YyKd_5LaXHu4nElL4j0Cf8TQ9OVdWYQT-x2iAimuu7fibFiBRqi8G5umowYiLNP8Nc6yDr8uEc18M-KSuDT2oxIqGCEqlTjsZm5DRvDWY58vUxW5PckqQ/s320/image.jpg" height="132" width="200" /></div>
<br />
<i><b><span style="color: #6aa84f; font-size: large;">Desde el Departamento de Matemáticas de Educación Infantil y Primaria del Colegio Arturo Soria os deseamos una FELIZ </span></b></i><i><b><span style="color: #6aa84f; font-size: large;">NAVIDAD</span></b></i><img src="http://crisgaditana.files.wordpress.com/2009/12/gif-animado-coro-navidad.gif?w=500" height="400" width="276" />Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-6026366796363051032.post-40333279822408146492014-12-17T00:55:00.001+01:002014-12-17T01:02:19.674+01:00MONSTRUOS TRABAJANDO<div><iframe width="560" height="420" src="http://www.kizoa.com/embed-16021873-2150382o1l1" frameborder="0" allowfullscreen></iframe><br /><a href="http://www.kizoa.es/Movie-Maker/d16021873k2150382o2l1/halloween"><b>Halloween</b></a> - <i><a href="http://www.kizoa.es">Kizoa Movie Maker</a></i></div>
Los alumnos de 4º de Primaria del colegio Arturo soria, disfrazados, esperan para actuar y mientras tanto… ¿Por qué no un poco de “mates”? Pensar, inventar y resolver problemas de calabazas, zombis, arañas y de golosinas de Halloween… Unknownnoreply@blogger.comtag:blogger.com,1999:blog-6026366796363051032.post-5800269944155648132014-11-27T22:08:00.000+01:002014-11-27T22:08:22.656+01:00Matemáticas y arte en el fondo del marEn la naturaleza encontramos manifestaciones de arte tan sorprendentes como esta.<br />
¡Este pez globo no usa compás para hacer estos bellos círculos! ¿Qué os parece?<br />
<div class="separator" style="clear: both; text-align: center;">
<iframe allowfullscreen='allowfullscreen' webkitallowfullscreen='webkitallowfullscreen' mozallowfullscreen='mozallowfullscreen' width='320' height='266' src='https://www.youtube.com/embed/JWYb-wCbURk?feature=player_embedded' frameborder='0'></iframe></div>
<span id="goog_1698451535"></span><span id="goog_1698451536"></span><br />Unknownnoreply@blogger.comtag:blogger.com,1999:blog-6026366796363051032.post-67598251922109726952014-11-21T20:24:00.000+01:002014-11-22T20:24:47.324+01:00Las matemáticas en las creaciones PixarInteresante artículo para los que disfrutamos con las creaciones de Pixar y con las Matemáticas.<br />
<div>
Los profesores del Colegio Arturo Soria de Matemáticas Infantil y Primaria lo compartimos.<br />
<div>
<br /></div>
<div>
<a href="http://elpais.com/elpais/2014/11/18/icon/1416316343_955384.html" target="_blank">Como Pixar usa las Matemáticas para que te enamores de sus personajes</a></div>
<div>
Publicado en El País, merece la pena dedicarle un ratito.</div>
</div>
<div>
<br /></div>
<div>
<img src="http://ep01.epimg.net/elpais/imagenes/2014/11/18/icon/1416316343_955384_1416338248_noticia_normal.jpg" /></div>
Unknownnoreply@blogger.comtag:blogger.com,1999:blog-6026366796363051032.post-89037094200537110802014-11-10T19:16:00.000+01:002014-11-22T19:18:18.886+01:00DIFERENTES FORMAS DE MULTIPLICARLos alumnos de SEXTO del Colegio Arturo Soria investigan las diferentes formas de multiplicar empleadas por los mayas, hindúes, chinos y árabes.<br />
Observan que diferentes culturas utilizaban métodos muy similares y les llaman la atención algunas de ellas.<br />
<br />
Este es el vídeo realizado por uno de nuestros alumnos con la aplicación EDUCREATIONS (con su iPad)<br />
<br />
PINCHAD AQUÍ <img src="https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcRw8RZi2CeB2nfCvH8LnwMxcktlxnY6uw-ur7BIh3PlBscgLHsf-w" /><br />
<a href="https://www.educreations.com/lesson/view/multiplicacion-hindu/26564570/?s=MP9jRA&ref=appemail" target="_blank">Ivan Lizana (multiplicación hindú)</a><br />
<div>
<br /></div>
<br />Unknownnoreply@blogger.comtag:blogger.com,1999:blog-6026366796363051032.post-54672799132450282682014-11-03T15:30:00.000+01:002014-11-22T18:57:10.530+01:00RAZONAMIENTO LÓGICO PARA PRIMARIA<span class="Apple-style-span" style="font-family: inherit;">En este enlace hay diferentes tipos de problemas </span><br />
<span class="Apple-style-span" style="font-family: inherit;">que se adaptan bastante bien a la metodología </span><br />
<span class="Apple-style-span" style="font-family: inherit;">que empleamos en el Colegio Arturo Soria.</span><br />
<span style="font-family: inherit;">Especialmente interesante para los alumnos de</span><br />
<span style="font-family: inherit;"> 4º, 5º y 6º </span><span style="font-family: inherit;">dentro del APARTADO "PROBLEMAS DE </span><br />
<span style="font-family: inherit;">RAZONAMIENTO LÓGICO" </span><span style="font-family: inherit;">entrar en RAZONANDO.</span><br />
<a href="http://ntic.educacion.es/w3//eos/MaterialesEducativos/mem2009/problematic/index.html"><span class="Apple-style-span" style="font-family: inherit;">PROBLEMAS PARA PRIMARIA</span></a><br />
<div class="separator" style="border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none; clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjucJ-t_fxrJL7V2C63bIJmdUri0twX5gUQft631r8__uGUMzxNSoGduSLV114Dv2n76AQmH8VIeD_QictPFTn0cjsFm-G6OyK1CL2BJe3ZNPUI_VzhIlMYotC4Ywz9pXZo0iGqtyd_o23P/s1600/carrera.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjucJ-t_fxrJL7V2C63bIJmdUri0twX5gUQft631r8__uGUMzxNSoGduSLV114Dv2n76AQmH8VIeD_QictPFTn0cjsFm-G6OyK1CL2BJe3ZNPUI_VzhIlMYotC4Ywz9pXZo0iGqtyd_o23P/s320/carrera.jpg" height="208px" width="320px" /></a></div>
<span class="Apple-style-span" style="font-family: Verdana, sans-serif;"><br />
</span><br />
Unknownnoreply@blogger.comtag:blogger.com,1999:blog-6026366796363051032.post-49064341314762621112014-10-30T10:39:00.000+01:002014-12-22T12:17:03.827+01:00Un nuevo curso. ¡Ya estoy en SEXTO!Los alumnos de 6º del Colegio Arturo Soria expresan sus deseos y emociones para este curso. Una novedad es que pueden utilizar su iPad y esto les encanta.<br />
Estas son algunas de las cosas que piensan y crean:<br />
<br />
<iframe allowfullscreen="" frameborder="0" height="281" mozallowfullscreen="" src="//player.vimeo.com/video/107321113" webkitallowfullscreen="" width="500"></iframe> <br />
<a href="http://vimeo.com/107321113">Empieza el curso Roberto Ruiz 6º</a> from <a href="http://vimeo.com/user29232539">Rosa Samprón</a> on <a href="https://vimeo.com/">Vimeo</a>.<br />
<br />
<iframe allowfullscreen="" frameborder="0" height="281" mozallowfullscreen="" src="//player.vimeo.com/video/115159823" webkitallowfullscreen="" width="500"></iframe> <br />
<a href="http://vimeo.com/115159823">Un nuevo curso</a> from <a href="http://vimeo.com/user29232539">Rosa Samprón</a> on <a href="https://vimeo.com/">Vimeo</a>.Unknownnoreply@blogger.comtag:blogger.com,1999:blog-6026366796363051032.post-43996627553737581622014-10-10T14:20:00.000+02:002014-10-10T14:21:54.636+02:00¡¡Más actividades con números romanos!!¡A seguir practicando con los <a href="http://bromera.com/tl_files/activitatsdigitals/Capicua_4c_PF/cas_C4_u10_24_3_xifresRomanes.swf" target="_blank">números romanos!</a><br />
<a href="https://www.blogger.com/blogger.g?blogID=6026366796363051032" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><a href="https://www.blogger.com/blogger.g?blogID=6026366796363051032" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><a href="https://www.blogger.com/blogger.g?blogID=6026366796363051032" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><a href="https://www.blogger.com/blogger.g?blogID=6026366796363051032" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><img src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgBp1_z6hj-a-r-DCkUQ5YbsGOH1EqIribGAiyYw9BX-Jl8tBBGXTaz6y6piQ-FAvhD-cAwXcdVmZ5nYvqCUOqYf3pS_InCPUmQbx2mMJYb_jGH3Lccqzd3-JESKl4Q0GxwDJpYAftCM0w/s320/NUMEROS+ROMANOS+del+1+al+20.jpg" height="320" id="irc_mi" style="margin-top: 90px;" width="312" /> Unknownnoreply@blogger.comtag:blogger.com,1999:blog-6026366796363051032.post-90929301878869151672014-10-10T12:52:00.001+02:002014-10-10T14:16:39.934+02:00LOS NÚMEROS ROMANOS<div class="separator" style="clear: both; text-align: center;">
</div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://www.blogger.com/blogger.g?blogID=6026366796363051032" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"></a></div>
<!--[if gte mso 9]><xml>
<w:WordDocument>
<w:View>Normal</w:View>
<w:Zoom>0</w:Zoom>
<w:HyphenationZone>21</w:HyphenationZone>
<w:PunctuationKerning/>
<w:ValidateAgainstSchemas/>
<w:SaveIfXMLInvalid>false</w:SaveIfXMLInvalid>
<w:IgnoreMixedContent>false</w:IgnoreMixedContent>
<w:AlwaysShowPlaceholderText>false</w:AlwaysShowPlaceholderText>
<w:Compatibility>
<w:BreakWrappedTables/>
<w:SnapToGridInCell/>
<w:WrapTextWithPunct/>
<w:UseAsianBreakRules/>
<w:DontGrowAutofit/>
</w:Compatibility>
<w:BrowserLevel>MicrosoftInternetExplorer4</w:BrowserLevel>
</w:WordDocument>
</xml><![endif]--><br />
<!--[if gte mso 9]><xml>
<w:LatentStyles DefLockedState="false" LatentStyleCount="156">
</w:LatentStyles>
</xml><![endif]--><!--[if gte mso 10]>
<style>
/* 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;}
</style>
<![endif]-->
<br />
<div class="MsoNormal">
<a href="https://www.blogger.com/blogger.g?blogID=6026366796363051032" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" class="rg_i" data-sz="f" height="157" name="6G-yhpVyPNTyTM:" src="data:image/jpeg;base64,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" style="cursor: move; height: 157px; margin-top: 0px; width: 320px;" width="320" /></a>¡Ahora, a practicar con los <a href="http://www.primaria.librosvivos.net/archivosCMS/3/3/16/usuarios/103294/9/4EP_mat_ud2_ai01/frame_prim.swf" target="_blank">números romanos!</a></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
¿Sabes que el denario fue una antigua <a href="http://es.wikipedia.org/wiki/Moneda" title="Moneda"><span style="color: windowtext; text-decoration: none; text-underline: none;">moneda</span></a> romana
de <a href="http://es.wikipedia.org/wiki/Plata" title="Plata"><span style="color: windowtext; text-decoration: none; text-underline: none;">plata</span></a>?<a href="http://¡Ahora, a practicar con los números romanos! ¿Sabes que el denario fue una antigua moneda romana de plata?" target="_blank"> </a></div>
<br />Unknownnoreply@blogger.comtag:blogger.com,1999:blog-6026366796363051032.post-24187018349765232542014-10-09T14:48:00.000+02:002014-10-10T14:17:23.798+02:00NÚMEROS ROMANOS<div class="separator" style="clear: both; text-align: center;">
<object 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://0.gvt0.com/vi/VdSOAYny4_g/0.jpg" height="266" width="320"><param name="movie" value="http://www.youtube.com/v/VdSOAYny4_g&fs=1&source=uds" /><param name="bgcolor" value="#FFFFFF" /><param name="allowFullScreen" value="true" /><embed width="320" height="266" src="http://www.youtube.com/v/VdSOAYny4_g&fs=1&source=uds" type="application/x-shockwave-flash" allowfullscreen="true"></embed></object></div>
Chicos... aquí tenéis un vídeo para repasar los números romanos.Unknownnoreply@blogger.comtag:blogger.com,1999:blog-6026366796363051032.post-14315869551205051482014-10-03T13:23:00.000+02:002014-10-10T14:29:14.377+02:00TABLAS PARA 4º<a href="http://www2.gobiernodecanarias.org/educacion/17/WebC/eltanque/Tablas/tablapitagorica/tabla_pitagorica_p.html">TABLA PITAGÓRICA PARA 4º "Juega con la rana"</a><br />
<br />
<img alt="" class="rg_hi uh_hi" data-height="159" data-width="202" height="159" id="rg_hi" src="https://encrypted-tbn1.gstatic.com/images?q=tbn:ANd9GcQeI9MCAtdE7xTFC35-I7geEIZB5Ak7Ee7HTBHqsYbLctJVArbx" style="height: 159px; width: 202px;" width="202" /><br />
<div class="separator" style="border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none; clear: both; text-align: center;">
<span id="goog_267136294"></span><a href="http://www.blogger.com/"></a><span id="goog_267136295"></span></div>
Unknownnoreply@blogger.comtag:blogger.com,1999:blog-6026366796363051032.post-48605658479754249582014-10-02T14:32:00.000+02:002014-10-10T14:30:13.716+02:00Para los alumnos de 4º Primaria<div class="separator" style="clear: both; text-align: center;">
</div>
<div style="border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none;">
<div class="separator" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em; text-align: center;">
<img alt="zecolmeia02.gif (36849 bytes)" src="http://www.gifmaniacos.com/Oso-Yogi/zecolmeia02.gif" height="200" id="12" jquery17103968508664958274="2" width="200" /></div>
<a href="http://www.ceipjuanherreraalcausa.es/Recursosdidacticos/CUARTO/datos/01_Mates/Programa/mates_rdi.htm"><br />
MATEMÁTICAS INTERACTIVAS ANAYA</a><br />
<br />
<span style="color: blue;">Aquí podéis repasar todo lo que hemos dado en clase. ¡Ánimo!</span><br />
<span style="color: blue;"><br /></span>
<span style="color: blue;"><a href="http://www.educapeques.com/mates/portal.php">BUEN REPASO</a></span><br />
<br />
<a href="http://www.usaelcoco.com/">USA EL COCO</a></div>
Unknownnoreply@blogger.comtag:blogger.com,1999:blog-6026366796363051032.post-73385879776233701442014-09-30T16:36:00.000+02:002014-11-22T18:55:53.669+01:00LA OCA MATEMÁTICAEmpieza el curso y necesitamos volver a entrenar las TABLAS DE MULTIPLICAR.<br />
En el Colegio Arturo Soria nos gusta hacerlo jugando con la <a href="http://concurso.cnice.mec.es/cnice2006/material077/oca/portada_content.html">OCA MATEMÁTICA.</a>.. ¡¡¡BIEN!!!!<br />
<br />
<img class="rg_i" data-sz="f" name="Ryngqy5cZLfsaM:" src="data:image/jpeg;base64,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" style="height: 188px; margin-left: 0px; margin-right: 0px; margin-top: 0px; width: 268px;" />Unknownnoreply@blogger.comtag:blogger.com,1999:blog-6026366796363051032.post-68757701182884262014-09-18T12:00:00.003+02:002014-09-18T18:19:28.376+02:00NUMERACIÓN<a href="http://cplosangeles.juntaextremadura.net/web/edilim/curso_3/matematicas/numeros02_3/numeros02_3.html" target="_blank">NUMERACIÓN</a> (4º Primaria)<br />
<div class="MsoNormal">
En este enlace vamos a realizar actividades con números de 4
y 5 cifras para repasar y aprender: nombre de los números, equivalencias, descomposición,
comparación, ordenar números y aproximaciones. </div>
<img src="http://image.shutterstock.com/display_pic_with_logo/154612/154612,1315067048,3/stock-vector-abstract-colorful-tree-with-numbers-isolated-on-white-background-vector-illustration-83939068.jpg" height="320" id="irc_mi" style="margin-top: 69px;" width="305" />Unknownnoreply@blogger.comtag:blogger.com,1999:blog-6026366796363051032.post-73682265689715121662014-09-14T09:23:00.000+02:002014-10-07T21:50:46.515+02:00Para los chicos y chicas de 4º<div style="border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none;">
Vamos a conseguir todos 40/40 en la <a href="http://www2.gobiernodecanarias.org/educacion/17/WebC/eltanque/preguntatablas/tablas_pp.html">TABLA DE MULTIPLICAR</a></div>
<div class="separator" style="border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none; clear: both; text-align: center;">
<a href="http://3.bp.blogspot.com/-6YsGRUgcohc/TouEJMvb2EI/AAAAAAAAA4o/qnLGrU_EeWM/s1600/poster%252520plaza%252520sesamo%252520tablas%252520multiplicar.jpg" imageanchor="1" style="clear: left; cssfloat: left; float: left; height: 229px; margin-bottom: 1em; margin-right: 1em; width: 178px;"><img border="0" src="http://3.bp.blogspot.com/-6YsGRUgcohc/TouEJMvb2EI/AAAAAAAAA4o/qnLGrU_EeWM/s320/poster%252520plaza%252520sesamo%252520tablas%252520multiplicar.jpg" height="320" id="il_fi" style="padding-bottom: 8px; padding-right: 8px; padding-top: 8px;" width="228" /></a></div>
Unknownnoreply@blogger.comtag:blogger.com,1999:blog-6026366796363051032.post-59995695198233315492014-09-10T16:42:00.000+02:002014-09-27T14:54:41.771+02:00EL RATÓN Y LAS TABLAS DE MULTIPLICARChicos y chicas:
¡ A seguir repasando las tablas con un <a href="http://www2.gobiernodecanarias.org/educacion/17/WebC/eltanque/elratonylastablas/elratonylastablas_p.html">nuevo juego.</a>
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="http://carmenelenamedina.files.wordpress.com/2012/04/6e9a376cb73e785420f8df2f233ca3b8.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="http://carmenelenamedina.files.wordpress.com/2012/04/6e9a376cb73e785420f8df2f233ca3b8.png" /></a></div>
Unknownnoreply@blogger.com