tag:blogger.com,1999:blog-49677135447146032172024-03-22T02:19:03.389+01:00Matemáticas divertidas"Juega y sorpréndete con las matemáticas"CEIP Profesora María Doña Sextohttp://www.blogger.com/profile/16816251538509023993noreply@blogger.comBlogger114125tag:blogger.com,1999:blog-4967713544714603217.post-79723458106398345582014-03-04T16:19:00.003+01:002014-03-04T16:23:56.653+01:00POEMA DE LOS ALGORITMOSL@s alumn@s del CEIP Aguamansa (Tenerife) nos recitan esta versión de un conocido poema de G.A. Bécquer.
<object width="420" height="315"><param name="movie" value="//www.youtube.com/v/wCLDj_p7HLM?version=3&hl=es_ES"></param><param name="allowFullScreen" value="true"></param><param name="allowscriptaccess" value="always"></param><embed src="//www.youtube.com/v/wCLDj_p7HLM?version=3&hl=es_ES" type="application/x-shockwave-flash" width="420" height="315" allowscriptaccess="always" allowfullscreen="true"></embed></object>CEIP Maria Doñahttp://www.blogger.com/profile/06049823300019960392noreply@blogger.com0tag:blogger.com,1999:blog-4967713544714603217.post-17412719758668517672014-01-22T23:16:00.000+01:002014-01-22T23:16:45.219+01:00LAS VASIJAS<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjGgL0bxOqW1nf1Fm0_ZLoJbaNfePHJlJsGKLuTHvX0R-kDOe6DXQsNfhNV3ZjaxX2qv1yyMJwBRSpfwXeigF3icnvsQBI348Sn_q7Nq6FAUuEALAlmIbT9IVaRYjpZt-sdzbvCAPeEXypm/s1600/vasijas.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjGgL0bxOqW1nf1Fm0_ZLoJbaNfePHJlJsGKLuTHvX0R-kDOe6DXQsNfhNV3ZjaxX2qv1yyMJwBRSpfwXeigF3icnvsQBI348Sn_q7Nq6FAUuEALAlmIbT9IVaRYjpZt-sdzbvCAPeEXypm/s1600/vasijas.jpg" height="149" width="200" /></a><span style="font-size: small;">Tienes que repartir 21 vasijas iguales llenas de vino entre tres amigos de modo que cada uno reciba el mismo número vasijas y la misma cantidad de vino. </span><br />
<span style="font-size: small;">De las 21 vasijas, 7 están llenas, 7 vacías y 7 están llenas hasta la mitad. </span><br />
<span style="font-size: small;">¿Cómo lo harías? </span><br />
<br />CEIP Maria Doñahttp://www.blogger.com/profile/06049823300019960392noreply@blogger.com0tag:blogger.com,1999:blog-4967713544714603217.post-59518918518800322392014-01-14T20:23:00.002+01:002014-01-22T23:19:05.157+01:00PRACTICA LAS TABLAS<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjdMVBRi27v2C6HbfLCTEOd8tGYt3LzajufdoD6A9VeNlfGz327U_XO-8oV6IGZdzZ7_Tk1kbOP74k0ihISL5WfdrqhXfNGGImWRCkxabLv4ERJ-zB1A7PxdOSflMfiEA0S5hfwxEUWRWda/s1600/TABLA.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjdMVBRi27v2C6HbfLCTEOd8tGYt3LzajufdoD6A9VeNlfGz327U_XO-8oV6IGZdzZ7_Tk1kbOP74k0ihISL5WfdrqhXfNGGImWRCkxabLv4ERJ-zB1A7PxdOSflMfiEA0S5hfwxEUWRWda/s1600/TABLA.jpg" /></a></div>
<span style="font-size: large;">Para practicar las tablas de multiplicar tienes una serie de juegos bastante divertidos, se llama : <a href="http://www.gobiernodecanarias.org/educacion/3/WebC/eltanque/default.htm" target="_blank">El tanque matemático</a></span>CEIP Maria Doñahttp://www.blogger.com/profile/06049823300019960392noreply@blogger.com0tag:blogger.com,1999:blog-4967713544714603217.post-63641454554837663302013-11-05T23:18:00.001+01:002014-01-22T23:20:37.019+01:00MÚLTIPLOS Y DIVISORES En este enlace podrás `poner a prueba tus conocimients sobre:<br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg6K8nkibRmRoVcTP6p4XZBml4y2ZaaK0La6sBMc8hj-Uze6Rb4ACqs2wMkMeALhyas7Zuy9tUtd1bYBhyphenhyphenZK8AF6lcEkYfXE_wi1-gotRytyH0CppLHN45OAeMAtkGEi5bJ8HP797RSeP9f/s1600/M%C3%9ALTIPLOS-Y-DIVISORES1.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg6K8nkibRmRoVcTP6p4XZBml4y2ZaaK0La6sBMc8hj-Uze6Rb4ACqs2wMkMeALhyas7Zuy9tUtd1bYBhyphenhyphenZK8AF6lcEkYfXE_wi1-gotRytyH0CppLHN45OAeMAtkGEi5bJ8HP797RSeP9f/s400/M%C3%9ALTIPLOS-Y-DIVISORES1.jpg" height="135" width="400" /></a> <a href="http://www.wikisaber.es/Contenidos/LObjects/multiples/index.html" target="_blank">múltiplos,</a><br />
<a href="http://roble.pntic.mec.es/arum0010/temas/multiplos_y_divisores.htm" target="_blank"> divisores,</a><br />
<a href="http://contenidos.proyectoagrega.es/visualizador-1/Visualizar/Visualizar.do?idioma=es&identificador=es_2008050513_0231500&secuencia=false" target="_blank">criterios de divisibilidad,</a><br />
<a href="http://www.juntadeandalucia.es/averroes/carambolo/WEB%20JCLIC2/Agrega/Matematicas/La%20calculadora/contenido/ma002_oa02_es/index.html" target="_blank"> la calculadora: múltiplos y divisores,</a><br />
<a href="http://www.gobiernodecanarias.org/educacion/3/WebC/eltanque/todo_mate/multiplosydivisores/c_divisores/divisores_r_p.html" target="_blank">divisores con regletas de Cuisenaire,</a><br />
<a href="http://www.gobiernodecanarias.org/educacion/3/WebC/eltanque/todo_mate/multiplosydivisores/mcd/mcd_r_p.html" target="_blank">mcd con regletas de Cuisenaire.</a>CEIP Maria Doñahttp://www.blogger.com/profile/06049823300019960392noreply@blogger.com0tag:blogger.com,1999:blog-4967713544714603217.post-21121719669403833622013-05-14T09:00:00.000+02:002013-05-14T09:00:04.410+02:00EL PUEBLO DE AVELLANEDA<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg5QEqSLjmRAAGY7oF5uSfM0daZPVdkAzWjzK9vWJOYXGLJRRCacqCpcnae8FhzUZZXd92PHVVecsY4ekffNFWk2qgwGXzcPEdGLLR4_QQN1Gck7sFM6jYIgMr1HYja8wmonuL7F1ThvbGK/s1600/calle.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg5QEqSLjmRAAGY7oF5uSfM0daZPVdkAzWjzK9vWJOYXGLJRRCacqCpcnae8FhzUZZXd92PHVVecsY4ekffNFWk2qgwGXzcPEdGLLR4_QQN1Gck7sFM6jYIgMr1HYja8wmonuL7F1ThvbGK/s1600/calle.jpg" /></a><span style="font-size: large;">En el pueblo de Avellaneda existe una calle que tiene 100 casas. Por ello, van a colocar n<span style="font-size: large;">ú</span>meros del 1 al 100 en sus fachadas. ¿Cuántas veces se colocará el número 7?</span><br />
<br />CEIP Maria Doñahttp://www.blogger.com/profile/06049823300019960392noreply@blogger.com6tag:blogger.com,1999:blog-4967713544714603217.post-33035637774092151332013-05-06T23:45:00.002+02:002013-05-06T23:46:35.848+02:00Los árboles<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEidJQJN7VWo9iouuA23sOUC7WqXoUFlBRt9lknclChYNXDxkheq8ce2Tt8zWG3fN1Uiape0-bhoAdMAuqCbxIjzyGD39aJVzO3ZtGcIDHXbAeSzIQH0wEarPDfxjZ2nEigZVEu2DZwXv1GQ/s1600/48295.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="100" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEidJQJN7VWo9iouuA23sOUC7WqXoUFlBRt9lknclChYNXDxkheq8ce2Tt8zWG3fN1Uiape0-bhoAdMAuqCbxIjzyGD39aJVzO3ZtGcIDHXbAeSzIQH0wEarPDfxjZ2nEigZVEu2DZwXv1GQ/s200/48295.jpg" width="200" /></a><span style="font-size: large;">Plantamos 4 árboles, en línea recta, separados 10 metros uno de otro.<br />
¿Qué distancia hay entre el primero y el último árbol?</span><br />
<a class="GIL3GQOBM1B" href="javascript:void(0);" kind="click"> </a>CEIP Maria Doñahttp://www.blogger.com/profile/06049823300019960392noreply@blogger.com2tag:blogger.com,1999:blog-4967713544714603217.post-87472755873028212952013-05-02T21:31:00.001+02:002013-05-02T21:31:42.742+02:00Cuentos matemáticos<div dir="ltr" style="text-align: left;" trbidi="on">
Los cuentos matemáticos ayudan, en cualquier edad, a aprender de
una manera más entretenida. Gracias a ellos se pueden crear mundos
irreales pero posibles (al menos en nuestra imaginación) en los que
conceptos y procedimientos matemáticos se llenan de significado. Son materiales que permiten entender y comprender, mediante relaciones lógicas, distintos procesos matemáticos.<br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhrS0jsY3iJoBRCn43zZ5hssJQjz5eNUDQ2nHRsNh1ZjtHfNS9VN0ifg6SGRqJjohn5Np3JDxmkRQONV0xZpfRzoIsOpX1Q4zx2fimCOS5ySlJ2SzTgpgVa3Twmc8asdfEznRcHHAbNdsI/s1600/_visd_00BBJPG00HP8.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="195" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhrS0jsY3iJoBRCn43zZ5hssJQjz5eNUDQ2nHRsNh1ZjtHfNS9VN0ifg6SGRqJjohn5Np3JDxmkRQONV0xZpfRzoIsOpX1Q4zx2fimCOS5ySlJ2SzTgpgVa3Twmc8asdfEznRcHHAbNdsI/s200/_visd_00BBJPG00HP8.jpg" width="200" /></a><br />
<a href="http://docentes.leer.es/wp-content/uploads/web_cuentosmatematicos/Index.html">Cuentos matemáticos interactivos</a><br />
<br />
<a href="http://matecuentos.blogspot.com.es/">Cuentos matemáticos</a><br />
<br />
<a href="http://www.grupomayeutica.com/documentos/16.%20Eraseunavezunacuento.pdf">Érase una vez un cuento</a> (Cuentos de José A: Fdez Bravo)<br />
<br />
<a href="https://www.dropbox.com/s/8nsik0hb99xqe53/EL%20CUENTO%20DE%20LA%20CUENTA.doc">El cuento de la cuenta</a><br />
<br />
<a href="https://www.dropbox.com/s/vff9kt5y5fee24u/LA%20CORONA%20DE%20LA%20PRINCESA%20DE%20LOS%20LABIOS%20DE%20FRESA.doc">La corona de la princesa de los labios de fresa</a></div>
CEIP Profesora María Doña Sextohttp://www.blogger.com/profile/16816251538509023993noreply@blogger.com0tag:blogger.com,1999:blog-4967713544714603217.post-60665913045415348842013-05-01T18:12:00.000+02:002013-05-01T21:39:02.921+02:00UN LITRO DE LECHE<div style="border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none;">
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgHNy7Tg6HyQbj8BGIBt_A5EmmXddpcZ_b8naPuIojqxRuf25LCwhKu9ogl92fcigLy5eSYvN-0QmznnhrND3LOC3PhZEvw5kcjhvNhUHgYLL4F_qflYLsiZro6mejoX4uXMXvboiitcgE/s1600/EEF.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgHNy7Tg6HyQbj8BGIBt_A5EmmXddpcZ_b8naPuIojqxRuf25LCwhKu9ogl92fcigLy5eSYvN-0QmznnhrND3LOC3PhZEvw5kcjhvNhUHgYLL4F_qflYLsiZro6mejoX4uXMXvboiitcgE/s1600/EEF.jpg" /></a><span style="font-size: large;"><span style="color: black; font-family: "Comic Sans MS";"> <span style="font-size: small;"> <span style="font-size: large;">Juan necesita un litro de leche para hacer batido. </span></span></span><span style="color: black; font-family: "Comic Sans MS"; font-size: large;">B</span><span style="color: black; font-family: "Comic Sans MS"; font-size: large;">usca en la cocina una jarra con la medida de un
litro, pero sólo encuentra jarras que midan 3 ó 5 litros.</span></span></div>
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<span style="color: black; font-family: "Comic Sans MS"; font-size: large;"> Sin embargo,
Juan sigue empeñado en medir un litro.</span></div>
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<span style="font-family: Arial; font-size: large;">•</span><span style="color: black; font-family: "Comic Sans MS"; font-size: large;">¿Podrá medir exactamente
un litro de leche usando sólo las jarras de 3 y 5 litros?</span></div>
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CEIP Profesora María Doña Sextohttp://www.blogger.com/profile/16816251538509023993noreply@blogger.com1tag:blogger.com,1999:blog-4967713544714603217.post-63495280946584140812013-04-10T12:37:00.002+02:002013-04-10T12:37:29.823+02:00La LONGITUD<div class="separator" style="clear: both; text-align: center;">
<a href="http://ntic.educacion.es/w3/recursos/primaria/matematicas/longitud/menu.html" target="_blank"><img border="0" height="243" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh34nIPeV7pjagNK19tAMhCWCp-hgkxX4wdV-FcV0OP4yWa_DLK5JwBXbCwGDtlVPqfKWrZ-ynMlBzDHmr6L4cEvjWSwr2xNRRBxuDCnhuxnH6T_IIk6EXSe9jP02d1Olpp5g0DrdjeIhOk/s400/la+longitud.jpg" width="400" /></a></div>
<br />CEIP Maria Doñahttp://www.blogger.com/profile/06049823300019960392noreply@blogger.com0tag:blogger.com,1999:blog-4967713544714603217.post-85118457594887368672013-04-02T19:10:00.000+02:002013-04-10T12:34:29.920+02:00Unidades de longitud<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhuhgO4RSU93ZD3g_AvIVG7ArxPzZXBHvrjQC7QGm5LAhpPHMGIEt1ePswcwVLc6EOKIdz2LlKnwXOSP1RcakNhAbGPVFG9iRPT2odpS0yl3ouvnLxyQSL2qb9nQ9W8_FEf9HfQCLpiZucM/s1600/longitud01.png" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="148" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhuhgO4RSU93ZD3g_AvIVG7ArxPzZXBHvrjQC7QGm5LAhpPHMGIEt1ePswcwVLc6EOKIdz2LlKnwXOSP1RcakNhAbGPVFG9iRPT2odpS0yl3ouvnLxyQSL2qb9nQ9W8_FEf9HfQCLpiZucM/s200/longitud01.png" width="200" /></a> <a href="http://www2.gobiernodecanarias.org/educacion/17/WebC/eltanque/todo_mate/r_medidas/e_metro/longitud_ep.html">Relaciones entre las unidades de longitud</a><br />
<br />
<a href="http://www2.gobiernodecanarias.org/educacion/17/WebC/eltanque/todo_mate/medidas/longitud/longitud.html">Evaluación sobre unidades de longitud</a><br />
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<a href="http://www.ceipjuanherreraalcausa.es/Recursosdidacticos/TERCERO/datos/03_mates/U08/01.htm">Transformaciones</a><br />
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<a href="http://www.ceipjuanherreraalcausa.es/Recursosdidacticos/TERCERO/datos/03_mates/U08/02.htm">Calculo de distancias</a><br />
<br />
<a href="http://edu.jccm.es/cp/inocentemartin/?p=145">Equivalencias entre unidades</a><br />
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<a href="http://roble.pntic.mec.es/arum0010/temas/longitud_y_superficie.htm">Longitud y superficie: Jueduland</a><br />
<br />CEIP Maria Doñahttp://www.blogger.com/profile/06049823300019960392noreply@blogger.com0tag:blogger.com,1999:blog-4967713544714603217.post-10530616133683229772013-03-03T21:07:00.000+01:002013-03-05T23:41:11.269+01:00EL ASCENSOR II<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjWZyRrG1o7T2Nhw1rbATMXYSs07_sFD8P_92UoIHcJ-sVzNkbV_4_tKOH8sHvnvK8SyTsYoqNeLF78P2rI25yJicbe5Afryb87Sfac3YYL9vdq-jucBJGoptrBxxKCtKvUdCWStBnOPGIl/s1600/ascensor7.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjWZyRrG1o7T2Nhw1rbATMXYSs07_sFD8P_92UoIHcJ-sVzNkbV_4_tKOH8sHvnvK8SyTsYoqNeLF78P2rI25yJicbe5Afryb87Sfac3YYL9vdq-jucBJGoptrBxxKCtKvUdCWStBnOPGIl/s1600/ascensor7.jpg" /></a></div>
Una persona necesita ir hasta la planta número 20 de un edificio y puede llegar a ella cuando coincide con un grupo. En cambio, cuando va solo, siempre se queda en la planta 12. ¿Sabes cuál puede ser la razón?CEIP Maria Doñahttp://www.blogger.com/profile/06049823300019960392noreply@blogger.com0tag:blogger.com,1999:blog-4967713544714603217.post-75808452924063341592013-01-10T21:17:00.000+01:002013-01-10T18:15:01.148+01:00Simetrías<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg1pPk9JvCIFplRf4XMVGPIry4pIV_EuVUV-RSBAkhlmkigJbCdRFYS4HZXmI78_Mo5DNLTgjb88zzVm15aOADWccG-4vCO9T9dz3pjBhkoa0q9Jzfhs2YDhOdRI7MBEgRLFpJ9VpeHagWR/s1600/simetria.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="150" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg1pPk9JvCIFplRf4XMVGPIry4pIV_EuVUV-RSBAkhlmkigJbCdRFYS4HZXmI78_Mo5DNLTgjb88zzVm15aOADWccG-4vCO9T9dz3pjBhkoa0q9Jzfhs2YDhOdRI7MBEgRLFpJ9VpeHagWR/s200/simetria.jpg" width="200" /></a><span style="font-size: small;"><a href="http://www.genmagic.net/habilidades/dib4c1_simetrico.swf">Si quieres practicar y realizar actividades interactivas pincha aquí.</a></span><br />
<span style="font-size: small;"><br /></span>
<span style="font-size: large;"><span style="font-size: small;">Si quieres <a href="http://concurso.cnice.mec.es/cnice2005/96_ritmo_simetria/curso/archivos/menu.htm">ver donde encontrar ejemplos de simetrías pincha aquí.</a></span> </span><br />
<br />
<a href="http://www.genmagic.net/habilidades/simetc.swf">Si quieres practicar, aquí encontrarás varias actividades prácticas.</a><br />
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<br />CEIP Maria Doñahttp://www.blogger.com/profile/06049823300019960392noreply@blogger.com0tag:blogger.com,1999:blog-4967713544714603217.post-53089346933791840562012-12-06T18:39:00.004+01:002012-12-06T18:40:43.719+01:00ÁNGULOS<br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgtGS8p9A6Igu5DWGMWDkveQeiUcH5Ej67yZ5Ex4Ojs6fd_oroLNXC8qf9j_J0Q0m3o3ue3aFg_U4cRjOFvnTZ8gp8p5s4lOCYshjYsr6tKeZQE54j2jKPaoKgxo73Vggcyq0NQ7Rwm1F_p/s1600/th.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgtGS8p9A6Igu5DWGMWDkveQeiUcH5Ej67yZ5Ex4Ojs6fd_oroLNXC8qf9j_J0Q0m3o3ue3aFg_U4cRjOFvnTZ8gp8p5s4lOCYshjYsr6tKeZQE54j2jKPaoKgxo73Vggcyq0NQ7Rwm1F_p/s1600/th.jpg" /></a><span style="font-size: large;">Para repasar y/o profundizar tus conocimientos sobre el tema os proponemos estas actividades:</span><br />
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<a href="http://www2.gobiernodecanarias.org/educacion/17/WebC/eltanque/angulos/transportador/transportador_p.html" target="_blank">El transportador de ángulos</a><br />
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<a href="http://www2.gobiernodecanarias.org/educacion/17/WebC/eltanque/angulos/grados/grados.swf" target="_blank">Cómo medir ángulos</a><br />
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<a href="http://www.wikisaber.es/Contenidos/LObjects/angle_measure_1_acute_and_obtuse_sim/index.html" target="_blank">Medida de ángulos agudos y obtusos</a><br />
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<br />CEIP Maria Doñahttp://www.blogger.com/profile/06049823300019960392noreply@blogger.com0tag:blogger.com,1999:blog-4967713544714603217.post-91721157115187171832012-12-03T23:45:00.004+01:002012-12-03T23:54:03.578+01:00ÁNGULOS EN EGIPTO<div class="separator" style="clear: both; text-align: center;">
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style="cursor: move;" width="400" /></a><a href="http://www.blogger.com/blogger.g?blogID=4967713544714603217" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"></a><a href="http://www.blogger.com/blogger.g?blogID=4967713544714603217" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"></a><a href="http://www.blogger.com/blogger.g?blogID=4967713544714603217" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"></a><a href="http://www.blogger.com/blogger.g?blogID=4967713544714603217" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"></a><a href="http://www.blogger.com/blogger.g?blogID=4967713544714603217" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"></a><a href="http://www.blogger.com/blogger.g?blogID=4967713544714603217" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"></a></div>
CEIP Maria Doñahttp://www.blogger.com/profile/06049823300019960392noreply@blogger.com0tag:blogger.com,1999:blog-4967713544714603217.post-68176359363471632542012-11-18T21:28:00.000+01:002012-11-18T21:28:14.162+01:00LA HERMOSURA DE LOS NÚMEROS<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgECxk7WYEgpa1wX2LHHAA5cMBcoz9UeuT2dlO3DeDy2fk06jsluNVJhW4EFCew68r5oXlzgLPgkKIPilJXd1hTV18FUfGXM0sBOm5D5HJBl06FzwsV9xiCqCJ5gH5ADxqTeOhCFwOCB1RA/s1600/numeroooooossssss.png" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgECxk7WYEgpa1wX2LHHAA5cMBcoz9UeuT2dlO3DeDy2fk06jsluNVJhW4EFCew68r5oXlzgLPgkKIPilJXd1hTV18FUfGXM0sBOm5D5HJBl06FzwsV9xiCqCJ5gH5ADxqTeOhCFwOCB1RA/s320/numeroooooossssss.png" width="190" /></a><span style="font-size: small;"> </span><span style="font-size: small;"> Fíjate bien:</span><br />
<br />
1 x 8 + 1 = 9<br />
<br />
12 x 8 + 2 = 98<br />
<br />
123 x 8 + 3 = 987<br />
<br />
1234 x 8 + 4 = 9876<br />
<br />
12345 x 8 + 5 = 98765<br />
<br />
123456 x 8 + 6 = 987654<br />
<br />
1234567 x 8 + 7 = 9876543<br />
<br />
12345678 x 8 + 8 = 98765432<br />
<br />
123456789 x 8 +9 = 987654321CEIP Maria Doñahttp://www.blogger.com/profile/06049823300019960392noreply@blogger.com0tag:blogger.com,1999:blog-4967713544714603217.post-46898074613134762002012-11-15T20:28:00.000+01:002012-11-16T10:52:01.070+01:00142857: Un número "impertinente"<!--[if gte mso 9]><xml>
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<span style="font-family: "Comic Sans MS"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">El número 142857 es
uno de los más interesantes de la matemática por los resultados de sus productos.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 12pt; text-align: justify;">
<span style="font-family: "Comic Sans MS"; font-size: 12pt;">Veamos las transformaciones curiosas que podemos efectuar con ese nº <br style="mso-special-character: line-break;" />
<br style="mso-special-character: line-break;" />
</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: "Comic Sans MS"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;"><span style="mso-spacerun: yes;"> </span><span style="color: red;">142
857 x 2 = 285 714</span></span></div>
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<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="color: red; font-family: "Comic Sans MS"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;"><span style="mso-tab-count: 2;"> </span><span style="mso-spacerun: yes;"> </span>142 857 x 3 = 428 571 </span></div>
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<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: red; font-family: "Comic Sans MS"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;"><span style="mso-tab-count: 2;"> </span><span style="mso-spacerun: yes;"> </span>142 857
x 4 = 571 428 </span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: red; font-family: "Comic Sans MS"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;"><br />
<span style="mso-tab-count: 2;"> </span><span style="mso-spacerun: yes;"> </span>142 857 x 5 = 714 285 </span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: red; font-family: "Comic Sans MS"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;"><br />
<span style="mso-tab-count: 2;"> </span><span style="mso-spacerun: yes;"> </span>142 857 x 6 = 857 142 </span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 12.0pt; tab-stops: 140.25pt;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 12.0pt; tab-stops: 140.25pt;">
<span style="font-family: "Comic Sans MS"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;"><span style="mso-tab-count: 1;"> </span>Vemos
que los dígitos del producto son los mismos del número dado, escritos, sin
embargo, en otro orden. <br style="mso-special-character: line-break;" />
<br style="mso-special-character: line-break;" />
</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="color: red; font-family: "Comic Sans MS"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;"><span style="mso-spacerun: yes;"> </span>142857 x 7 = 999999 <span style="mso-spacerun: yes;"> </span></span><span style="font-family: "Comic Sans MS"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">¡Número formado por seis nueves! <br style="mso-special-character: line-break;" />
<br style="mso-special-character: line-break;" />
<span style="color: red;"></span></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="color: red; font-family: "Comic Sans MS"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;"><span style="mso-spacerun: yes;"> </span>142 857 x 8 = </span><span style="font-family: "Comic Sans MS"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">1<span style="color: red;"> 142 85</span>6
<span style="color: red;"></span></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 12.0pt;">
<span style="color: red; font-family: "Comic Sans MS"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;"><br />
</span><span style="font-family: "Comic Sans MS"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;"><span style="mso-spacerun: yes;"> </span>Todos los dígitos del número que
aparecen ahora en el producto con excepción del 7. El 7 del número dado fue de
compuesto en dos partes, seis y uno. El dígitos seis se ubicó a la derecha y un
dígito uno fue a la izquierda para completar el producto. </span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 12.0pt;">
<span style="color: red; font-family: "Comic Sans MS"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;"><span style="mso-spacerun: yes;"> </span>142 857 x 9 = </span><span style="font-family: "Comic Sans MS"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">1<span style="color: red;"> 285 71</span>3<span style="color: red;"> </span></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 12.0pt;">
<span style="font-family: "Comic Sans MS"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;"><br />
En este caso, el único dígito del multiplicando que no figura en el producto es
el cuatro que aparece descompuesto en dos partes, uno y tres colocados en los
extremos del producto. <br style="mso-special-character: line-break;" />
<br style="mso-special-character: line-break;" />
</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 12.0pt;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 12.0pt;">
<span style="color: red; font-family: "Comic Sans MS"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">142857 x 11 = <span style="mso-spacerun: yes;"> </span></span><span style="font-family: "Comic Sans MS"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">1<span style="color: red;">57142</span>7<span style="color: red;"></span></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 12.0pt;">
<span style="color: red; font-family: "Comic Sans MS"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">142857 x 12 =<span style="mso-spacerun: yes;"> </span></span><span style="font-family: "Comic Sans MS"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">1<span style="color: red;">71428</span>4<span style="color: red;"></span></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 12.0pt;">
<span style="color: red; font-family: "Comic Sans MS"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">142857 x 13 = </span><span style="font-family: "Comic Sans MS"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">1<span style="color: red;">85714</span>1<span style="color: red;"></span></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 12.0pt;">
<span style="color: red; font-family: "Comic Sans MS"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">142857 x 15 = </span><span style="font-family: "Comic Sans MS"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">2<span style="color: red;">14285</span>5<span style="color: red;"></span></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 12.0pt;">
<span style="color: red; font-family: "Comic Sans MS"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">142857 x 17 = </span><span style="font-family: "Comic Sans MS"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">2<span style="color: red;">4285</span>69<span style="color: red;"></span></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 12.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 12.0pt;">
<span style="color: red; font-family: "Comic Sans MS"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">142857 x 18 = </span><span style="font-family: "Comic Sans MS"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">2<span style="color: red;">57142</span>6<span style="color: red;"></span></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 12.0pt;">
<span style="font-family: "Comic Sans MS"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">Algunos autores llegan a afirmar que
hay una especie de cohesi</span><span style="font-family: "Arial Unicode MS","sans-serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">ó</span><span style="font-family: "Comic Sans MS"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">n entre los d</span><span style="font-family: "Arial Unicode MS","sans-serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">í</span><span style="font-family: "Comic Sans MS"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">gitos del n</span><span style="font-family: "Arial Unicode MS","sans-serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">ú</span><span style="font-family: "Comic Sans MS"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">mero 142 857, que no permiten que esos d</span><span style="font-family: "Arial Unicode MS","sans-serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">í</span><span style="font-family: "Comic Sans MS"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">gitos se separen. <br />
<br />
Retomemos el número 142 857 y determinemos el producto de ese número por los
factores 4, 14, 21, 28, etc. múltiplos de 7. Estos son los resultados: </span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 12.0pt;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 12.0pt;">
<span style="color: red; font-family: "Comic Sans MS"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">142 857 x 7 = 999 999 <br />
142 857 x 14 = </span><span style="font-family: "Comic Sans MS"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">1<span style="color: red;"> 999 99</span>8 <span style="color: red;"><br />
142 857 x 21 = </span>2<span style="color: red;"> 999 99</span>7<span style="color: red;"> <br />
142 857 x 28 = </span>3<span style="color: red;"> 999 99</span>6</span><br />
<span style="font-family: "Comic Sans MS"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;"><span style="color: #cc0000;">142 857 x 35 </span>= <span style="color: red;"><span style="color: black;">4</span> 999 99<span style="color: black;">5</span></span></span><br />
<span style="color: red;"><span style="font-family: "Comic Sans MS"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">142 857 x 42 = <span style="color: black;">5 </span>999 99<span style="color: black;">4</span></span></span><br />
<span style="color: red;"><span style="font-family: "Comic Sans MS"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">142 857 x 49 = <span style="color: black;">6</span> 999 99<span style="color: black;">3</span></span></span><br />
<span style="color: red;"><span style="font-family: "Comic Sans MS"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">142 857 x 56 = <span style="color: black;">7 </span>999 99<span style="color: black;">2</span></span></span><br />
<span style="color: red;"><span style="font-family: "Comic Sans MS"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">142 857 x 63 = <span style="color: black;">8</span> 999 99<span style="color: black;">1</span></span></span><br />
<span style="font-family: "Comic Sans MS"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;"><span style="color: red;">142 857 x 70 = <span style="color: black;">9</span> 999 99<span style="color: black;">0 </span></span></span><br />
<span style="font-family: "Comic Sans MS"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;"><span style="color: red;"> </span></span></div>
<div class="MsoNormal">
<span style="font-family: "Comic Sans MS"; font-size: 12pt; line-height: 115%;"></span></div>
<div class="MsoNormal">
<span style="font-family: "Comic Sans MS"; font-size: 12pt; line-height: 115%;"></span></div>
<div class="MsoNormal">
<span style="font-family: "Comic Sans MS"; font-size: 12pt; line-height: 115%;"></span></div>
<div class="MsoNormal">
<span style="font-family: "Comic Sans MS"; font-size: 12pt; line-height: 115%;"><br />
¿Cómo aparece en aritmética ese número 142 857? <br />
Si convertimos la fracción ordinaria 1/7 a su forma decimal, vamos a tener la
cifra periódica simple cuyo período es precisamente 142 857. <br />
Quien ya ha estudiado fracciones ordinarias y decimales podrá comprender
fácilmente que las fracciones ordinarias 2/7, 3/7, 4/7, 5/7 y 6/7, cuando se
convierten en fracciones decimales tendrán también fracciones periódicas
simples cuyos períodos están formados por los dígitos 1, 4, 2, 8, 5 y 7, que
aparecerán en cierto orden, conforme al valor del numerador. Esta es la
explicación de la famosa "cohesión" aritmética pretendida por algunos
investigadores. <br />
Para los antiguos matemáticos, el número 142 857 era "cabalístico",
con propiedades "misteriosas"; estudiado, sin embargo, desde el punto
de vista aritmético, no pasa de un período de una fracción periódica simple. <br />
Lo mismo ocurre con los períodos en las fracciones decimales 1/17, 1/23, etc. <br />
El número 142 857, que algunos algebristas denominan "número
impertinente" no es, por tanto, el único en presentar particularidades en
relación a la permanencia de algunos dígitos en diversos productos.</span><span style="font-family: "Comic Sans MS";"></span></div>
CEIP Maria Doñahttp://www.blogger.com/profile/06049823300019960392noreply@blogger.com0tag:blogger.com,1999:blog-4967713544714603217.post-52564772762982801582012-11-14T20:34:00.000+01:002012-11-15T20:34:28.737+01:00SUDOKU<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEitUXLNk9HsrFE0m5k_hJMBfZojmLN51B7DKda3dDSgxfcHvYsX798z_vQqit21O6qb04xS9yQtS3Z4xZx3LFxTcfN_3MnJbaXDEuRCxh18RZ1NbBAwwK-glayhJzx8dCHef2_vix19_sJW/s1600/th.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEitUXLNk9HsrFE0m5k_hJMBfZojmLN51B7DKda3dDSgxfcHvYsX798z_vQqit21O6qb04xS9yQtS3Z4xZx3LFxTcfN_3MnJbaXDEuRCxh18RZ1NbBAwwK-glayhJzx8dCHef2_vix19_sJW/s1600/th.jpg" /></a>¿Qué es el Sudoku?
Sudoku es un rompecabezas matemático de colocación que se popularizó en
Japón en 1986 y se dio a conocer en el ámbito internacional en 2005.
El objetivo es rellenar una cuadrícula de 9×9 celdas dividida en
subcuadrículas (también llamadas "cajas" o "regiones") de 3×3 con las
cifras del 1 al 9 partiendo de algunos números ya dispuestos en algunas
de las celdas.
No se debe repetir ninguna cifra en una misma fila, columna o
subcuadrícula.<br />
<br />
<a href="http://www.sudoku-online.org/" target="_blank">Pincha aquí para acceder</a>CEIP Maria Doñahttp://www.blogger.com/profile/06049823300019960392noreply@blogger.com0tag:blogger.com,1999:blog-4967713544714603217.post-78773355545684814862012-11-06T11:33:00.000+01:002012-11-06T11:44:30.322+01:00La división<div dir="ltr" style="text-align: left;" trbidi="on">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhG-8W8iuadCkpKMhjb3_Q8Dzx8HLZfejrTBAUpe5WqY6ctpmfSm8JL0BtX2XnRmBa9JgS0bOr6hm8U8hm5H1K6Cz9A7c0Nd544hgmOh3CR68H6U7lGr53u4eOqmmO8j9Ql5ls8aP0grkw0/s1600/dividir2.gif" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhG-8W8iuadCkpKMhjb3_Q8Dzx8HLZfejrTBAUpe5WqY6ctpmfSm8JL0BtX2XnRmBa9JgS0bOr6hm8U8hm5H1K6Cz9A7c0Nd544hgmOh3CR68H6U7lGr53u4eOqmmO8j9Ql5ls8aP0grkw0/s1600/dividir2.gif" /></a>En esta web podrás practicar las divisiones, desde las más sencillas a
las que tienen divisor de dos y tres cifras. Pincha sobre lel título y
selecciona la actividad que quieras realizar:<br />
<a href="http://www2.gobiernodecanarias.org/educacion/17/WebC/eltanque/ladivision/ladivision_p.html" target="_blank">"LA DIVISIÓN"</a><br />
<br /></div>
CEIP Maria Doñahttp://www.blogger.com/profile/06049823300019960392noreply@blogger.com0tag:blogger.com,1999:blog-4967713544714603217.post-70673261209301329562012-11-04T21:50:00.002+01:002012-11-04T21:50:38.711+01:00Otras formas de dividir<a href="http://www.blogger.com/blogger.g?blogID=4967713544714603217" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><a href="http://www.blogger.com/blogger.g?blogID=4967713544714603217" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><a href="http://www.blogger.com/blogger.g?blogID=4967713544714603217" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><a href="http://www.blogger.com/blogger.g?blogID=4967713544714603217" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><img alt="" height="393" 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" width="400" />CEIP Maria Doñahttp://www.blogger.com/profile/06049823300019960392noreply@blogger.com0tag:blogger.com,1999:blog-4967713544714603217.post-42812005698419184562012-09-27T17:51:00.002+02:002012-09-27T18:10:37.329+02:00ACTIVIDADES DE NUMERACIÓN<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiQhEbuN3bk72nCrKgLP3n3JpmZGgyDcA3qQL34bbTztKdwiPGyjcUuR3dq3DBI-HEyC8qkdR2JG28szyl76jpqj6equg-44JtHiA5qgqZYyT6EwJHYrRoThKVGovrgony2gfCRNOA0O9sE/s1600/NUMERAx.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiQhEbuN3bk72nCrKgLP3n3JpmZGgyDcA3qQL34bbTztKdwiPGyjcUuR3dq3DBI-HEyC8qkdR2JG28szyl76jpqj6equg-44JtHiA5qgqZYyT6EwJHYrRoThKVGovrgony2gfCRNOA0O9sE/s1600/NUMERAx.jpg" /></a> <span style="font-size: large;">Con estas actividades podrás practicar la escritura de números de más de 6 cifras.</span><br />
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<a href="http://www2.gobiernodecanarias.org/educacion/17/WebC/eltanque/todo_mate/actividades5/tema1_P2/tema1_pr2_p.html">EMPEZAR</a>CEIP Maria Doñahttp://www.blogger.com/profile/06049823300019960392noreply@blogger.com0tag:blogger.com,1999:blog-4967713544714603217.post-61563242483789639312012-09-26T20:48:00.002+02:002012-09-27T17:48:09.262+02:00NÚMEROS ROMANOS<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiHhzf0NpUa_6MFZsmSr-beb1jIiLP8R-aQ__tPB6ofUF6BXU-uDPdXI2LF6KbcVLbFY9MdI4jaKcv-ZX4A-8BgJUdb21fw1SI7bsZdAI3ZCr9F17f9Zc-HNYmXxcwr4s1Sz5uJqFdpsAYs/s1600/aspx.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="135" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiHhzf0NpUa_6MFZsmSr-beb1jIiLP8R-aQ__tPB6ofUF6BXU-uDPdXI2LF6KbcVLbFY9MdI4jaKcv-ZX4A-8BgJUdb21fw1SI7bsZdAI3ZCr9F17f9Zc-HNYmXxcwr4s1Sz5uJqFdpsAYs/s200/aspx.jpg" width="200" /></a><a href="http://genmagic.org/mates3/nro1c.swf">Practica la numeración romana</a><br />
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<a href="http://www2.gobiernodecanarias.org/educacion/17/WebC/eltanque/todo_mate/actividades5/tema1_P6/tema1_pr6_p.html">Más actividades prácticas</a><br />
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<a href="http://aulacompartida.wordpress.com/2010/09/17/reglas-de-la-numeracion-romana/">Reglas de numeración romana</a>CEIP Maria Doñahttp://www.blogger.com/profile/06049823300019960392noreply@blogger.com1tag:blogger.com,1999:blog-4967713544714603217.post-29105839923497261802012-09-26T20:20:00.003+02:002012-09-26T20:40:24.673+02:00AVENTURA EN HISPANIA<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiKpVLxJ4F0ApE4kqHIG-kH7RHgUe3OofpTWUM9xjM5lzgeWQvzA57HkOhkfWCWfp4HWA_dQJd8J5AbNMOIiEX6S1MpKamNaG_12zzSTAO-urrYyasZixpdxLwZYhIMOGGo6QzXmXkH3M_T/s1600/thumbnail.aspx.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="132" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiKpVLxJ4F0ApE4kqHIG-kH7RHgUe3OofpTWUM9xjM5lzgeWQvzA57HkOhkfWCWfp4HWA_dQJd8J5AbNMOIiEX6S1MpKamNaG_12zzSTAO-urrYyasZixpdxLwZYhIMOGGo6QzXmXkH3M_T/s200/thumbnail.aspx.jpg" width="200" /></a></div>
<span style="font-size: large;">Si te interesa adentrarte en esta aventura, el único requisito que se exige es que tengas un buen dominio de los <a href="http://ares.cnice.mec.es/matematicasep/colegio/romanos.html" target="_blank">números romanos.</a></span><br />
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<span style="font-size: large;">¡Adelante! </span>CEIP Maria Doñahttp://www.blogger.com/profile/06049823300019960392noreply@blogger.com0tag:blogger.com,1999:blog-4967713544714603217.post-55576922839223506212012-09-09T19:16:00.002+02:002012-09-09T19:16:45.145+02:00EL PARAGUAS<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi8-cPaOuikD0GImXNgO8tsQ9Q4Yg6LM37fBrx3Fst34VHp_tZ_OvvmsDk0k2bmEPbSmEMkBAFl5BXayWD_BnDPGulVcVKb_DhhzBr4UpZ4o1WGfDNQ5l1ElrKC9NgGdcllbWii8OtXPZCT/s1600/paraguas.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi8-cPaOuikD0GImXNgO8tsQ9Q4Yg6LM37fBrx3Fst34VHp_tZ_OvvmsDk0k2bmEPbSmEMkBAFl5BXayWD_BnDPGulVcVKb_DhhzBr4UpZ4o1WGfDNQ5l1ElrKC9NgGdcllbWii8OtXPZCT/s1600/paraguas.jpg" /></a><span style="font-size: x-large;">¿Qué se necesitaría para que cinco personas no se mojaran con un solo paraguas?</span>CEIP Maria Doñahttp://www.blogger.com/profile/06049823300019960392noreply@blogger.com1tag:blogger.com,1999:blog-4967713544714603217.post-74940105060454511912012-09-09T17:40:00.000+02:002012-09-09T17:40:01.385+02:00¿QUÉ PASA...?<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEilhxV8y0sqRbn7mhmIyIUnuteEmmz4ih4ICwidan2TxUFJzb2l0fmjlE6eF6ZYpyIbONDp-O6oc0Tw_B0WVdxMANgjI6_NB8tdHrXzIWaIdUTPuIi3wIK4NERAJVJn8ceDtKge8LTerO6V/s1600/mapa.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="182" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEilhxV8y0sqRbn7mhmIyIUnuteEmmz4ih4ICwidan2TxUFJzb2l0fmjlE6eF6ZYpyIbONDp-O6oc0Tw_B0WVdxMANgjI6_NB8tdHrXzIWaIdUTPuIi3wIK4NERAJVJn8ceDtKge8LTerO6V/s200/mapa.jpg" width="200" /></a></div>
<span style="font-size: x-large;">¿Qué pasa en Madrid y en Sevilla todos los días entre las 8 y las 9 de la mañana?</span>CEIP Maria Doñahttp://www.blogger.com/profile/06049823300019960392noreply@blogger.com2tag:blogger.com,1999:blog-4967713544714603217.post-17849345894175570792012-09-09T17:32:00.001+02:002012-09-09T17:32:25.960+02:00¡CUÁNTA PAJA!<div class="separator" style="clear: both; text-align: center;">
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjiS0wmSHZWTtiamrZTHg1RkXz_OB82yr9tsyzbGPvd_YEDfOPO1Dd6tRthkJ-dqm0tElm5TvqJjO8-S21Z93tic84zanRoTR0KtlZnk6xpuso9fcjRfdclFHycjX3O6iy5xRIF6s4u338X/s1600/paja.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjiS0wmSHZWTtiamrZTHg1RkXz_OB82yr9tsyzbGPvd_YEDfOPO1Dd6tRthkJ-dqm0tElm5TvqJjO8-S21Z93tic84zanRoTR0KtlZnk6xpuso9fcjRfdclFHycjX3O6iy5xRIF6s4u338X/s1600/paja.jpg" /></a></div>
<span style="font-size: large;"><span>Un agricultor tiene tres montones de paja en el prado y </span><span>cuatro montones en el pajar. </span><br />
<span>Si los junta todos ...</span><br />
<span>¿cuántos montones de paja tendrá?</span></span>CEIP Maria Doñahttp://www.blogger.com/profile/06049823300019960392noreply@blogger.com1