tag:blogger.com,1999:blog-1188831492031146582024-03-13T21:42:25.779-07:00Modelos didácticos para primariaManuel Muñozhttp://www.blogger.com/profile/06202699952847922378noreply@blogger.comBlogger123125tag:blogger.com,1999:blog-118883149203114658.post-37062374266767411462024-01-10T05:39:00.000-08:002024-01-10T13:49:01.535-08:00Equivalencia entre una fracción propia y su número decimal<div style="text-align: left;">Abordamos con estas actividades la posibilidad de calcular la relación entre cada fracción y su equivalente número decimal. Se trata de afianzar nuestro calculo cada vez más, y ampliar el sentido numérico que nos permite tener recursos para resolver de la mejor manera los cálculos de las operaciones que resuelven los problemas.</div><div style="text-align: left;">Hay que partir del valor 1 que damos a un círculo completo. También le podemos entender como 1€ a todo el círculo. Entonces 1 se divide entre el número de fracciones o sectores en que podemos dividir a ese círculo. Así 1 entre 2 es igual a 0'50, porque 0'50 por 2 resulta 1 o 0'50+0'50=1, 1 entre 3 es igual a 0'33 que es el valor de cada parte, ya que 0'33x3=0'99 lo más próximo a 1, 1 entre 4 es igual a 0'25 que es el valor de cada parte, 0`25 por 4 resulta 1... </div><div style="text-align: left;">Con las equivalencias memorizadas podemos resolver divisiones rápidamente con confianza en el resultado. Si tenemos que dividir 4 entre 5 (4/5) y ya sabemos que 1 ente 5 vale 0'20, pues 0'20 por 4 resulta ser 0'80. Si la división es 14 entre 4 y sabemos que 1/4 es igual a 0'25, pues resolvemos 14 por 0'25 y resulta 3'5 ( 14x 0'50= 7, pues entonces 14x 0'25= 3'5, ya que 0'25 es mitad de la mitad).</div><div style="text-align: left;"> <b><a href="https://drive.google.com/file/d/12MJMPLbPNuYeidrd271MGsMBtBo9tdcS/view?usp=sharing">Fracción_equivalencia_número decimal.Pdf</a></b> <br /></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiqt53mChjf5ByhyaMX0YAbHThGxyvUXlFiY50jcPj7YEhZeCm4873KpBKDIXmMfteoGgkMPLnkw9wNyTPaEzEVUYgqkgnhC-214LNDzhmCejVKU8Lj7ETOFKvzq3XGOYGe5CmORdy6TIRfN9tf4sYj93_1TxzLe1nK0B1WMY7ZcJpBRw7JwWR93XJN8ho/s1138/Captura%20de%20Pantalla%202024-01-10%20a%20las%2022.46.35.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1138" data-original-width="792" height="217" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiqt53mChjf5ByhyaMX0YAbHThGxyvUXlFiY50jcPj7YEhZeCm4873KpBKDIXmMfteoGgkMPLnkw9wNyTPaEzEVUYgqkgnhC-214LNDzhmCejVKU8Lj7ETOFKvzq3XGOYGe5CmORdy6TIRfN9tf4sYj93_1TxzLe1nK0B1WMY7ZcJpBRw7JwWR93XJN8ho/w151-h217/Captura%20de%20Pantalla%202024-01-10%20a%20las%2022.46.35.png" width="151" /></a></div><br /><div style="text-align: left;"><br /></div>Manuel Muñozhttp://www.blogger.com/profile/06202699952847922378noreply@blogger.com0tag:blogger.com,1999:blog-118883149203114658.post-64826605414506338082023-12-06T05:53:00.000-08:002023-12-07T11:01:45.760-08:00Algoritmos de la resta y división con decenas y centenas. Formación del profesorado.<br /><p><br /> Presentamos
algunos modelos didácticos sobre diferentes algoritmos que nos permitan
resolver una resta o una división con decenas o centenas. Se ofrecen actividades con
los recursos necesarios, para que el profesorado actualice su
experiencia en estas operaciones. Todas las actividades se encuentran en
formato pdf en este blog. <br /></p><div style="text-align: left;"><b><a href="https://drive.google.com/file/d/1BbofdM3jozMaVCpTwoHluZeL-QNNwHF4/view?usp=drive_link">Algoritmos_resta.Pdf</a></b></div><div style="text-align: left;"><div class="separator" style="clear: both; text-align: center;"><b>Enlaces
a los cuadernos de actividades del alumnado, que figuran en el cuaderno
de formación el profesorado"Algoritmos sobre la resta" <br /></b></div><b><a href="https://drive.google.com/file/d/16xOPdq-go1abC0trWXhRdAsrO724rMeF/view?usp=sharing">cálculo_policubos</a>.pdf</b><div style="text-align: left;"><span style="color: #0b5394;"><a href="https://drive.google.com/file/d/0B8d0G6eTgRMSV1pzb2xidmNESW8/view?usp=sharing&resourcekey=0-to-0qUMhEVaS2DZ9iM98Qw"><b>resta_conjuntos.pdf</b> </a></span></div><div style="text-align: left;"><b><span style="color: #3d85c6;"><a href="https://drive.google.com/file/d/0B8d0G6eTgRMSTngteVpjdVZqOWs/view?usp=sharing&resourcekey=0-rBbRh2R3WkQNf59zg_pTtA">resta_con_unidades_regletas.pdf.pdf</a></span></b></div><div style="text-align: left;"><b><span style="color: #3d85c6;"><a href="https://drive.google.com/file/d/0B8d0G6eTgRMSSjhfSXJyWU00OTg/view?usp=sharing&resourcekey=0-rjT7hc9_E0HUMeprE9bWng">resta_con_conjuntos.pdf</a></span></b></div><div style="text-align: left;"><b><span style="color: #3d85c6;"><a href="https://drive.google.com/file/d/1_LdPVmtopWiBAeIZB1eUnBQX5quSgkWi/view?usp=sharing">resta_centena.pdf</a></span></b></div><div style="text-align: left;"><b><span style="color: #3d85c6;"><a href="https://docs.google.com/presentation/d/1wmlJWeljWXznxTsEjSIKpx-Qs6cxcQRf5wAfWsUfUMg/edit?usp=sharing">resta_fácil_cuadrícula.pdf</a></span></b></div><div style="text-align: left;"><b><span style="color: #3d85c6;"><a href="http://restas_productos.pdfhttps://drive.google.com/file/d/1EcWFvoHVTV-fhgumgdgpYfbDozglAsAf/view?usp=sharing">restas_productos.pdf</a></span></b></div><div style="text-align: left;"><b><span style="color: #3d85c6;"><a href="https://drive.google.com/file/d/1MPVJM7asBFZFXU2ITXFnHCB8aujotS69/view?usp=sharing">resta_sumando.pdf</a></span></b></div><div style="text-align: left;"><b><span style="color: #3d85c6;"><a href="https://drive.google.com/file/d/0B8d0G6eTgRMSaHJTWEVPVW9Nb0U/view?usp=sharing&resourcekey=0-4hGmFz8k_gvUCPj4VQ8Lig">resta_centenas2.pdf</a></span></b></div><b><span style="color: #3d85c6;"><a href="https://drive.google.com/file/d/0B8d0G6eTgRMSbTVTU3FIdE1qQms/view?usp=sharing&resourcekey=0-hTgucLYu-MX6v5_abSunGQ">resta_dinero.pdf</a></span></b><b> </b><div style="text-align: left;"><b> </b><b><a href="https://drive.google.com/file/d/1PCBHg5uO84-gDqy3aspdekq54291GM9g/view?usp=sharing">plantillas_regletas_unidades</a>pdf</b></div><div style="text-align: left;"><b><br /></b></div></div><div class="separator" style="clear: both; text-align: center;"><div class="separator" style="clear: both; text-align: center;"><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEheP9RG3WzKPMm3x2THQA3ms8qyTlq7OLREwuabTO1Y5oUmwvvOagQNXnvvwYvgqe-2lW8ke3DWDG_77SLFF2Wa56HukKocT5nQymbrIwzTvj9Bp9JPmwlUnF3FCHL9n_0iR1yCR9Ui_WrdA8A14AQLHhtHSOCWTE9BYfAoEH7yfiOyDmi3aG8GjQQTfqs/s542/Captura%20de%20Pantalla%202023-12-06%20a%20las%2014.54.52.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="398" data-original-width="542" height="113" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEheP9RG3WzKPMm3x2THQA3ms8qyTlq7OLREwuabTO1Y5oUmwvvOagQNXnvvwYvgqe-2lW8ke3DWDG_77SLFF2Wa56HukKocT5nQymbrIwzTvj9Bp9JPmwlUnF3FCHL9n_0iR1yCR9Ui_WrdA8A14AQLHhtHSOCWTE9BYfAoEH7yfiOyDmi3aG8GjQQTfqs/w154-h113/Captura%20de%20Pantalla%202023-12-06%20a%20las%2014.54.52.png" width="154" /></a><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEigcOvY8aE0ry0oCExwSmeH18fA8EsdTRiiyJd1xJAjcKdy0TUIlddzeVVLFMJrM_pG7jmEIkoXoQDtCsPi_XcciD2cCni3y_Jm_qnG_yJkRn4v4xSR9nJ3uR2Wl_YRvuVNGHw3p-X-peL4rzNwBT6Yrrk0EsrD5CBE5bbsGTxduolAsENht4DL1Ki8v48/s1152/Captura%20de%20Pantalla%202023-12-06%20a%20las%2014.42.18.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1152" data-original-width="818" height="228" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEigcOvY8aE0ry0oCExwSmeH18fA8EsdTRiiyJd1xJAjcKdy0TUIlddzeVVLFMJrM_pG7jmEIkoXoQDtCsPi_XcciD2cCni3y_Jm_qnG_yJkRn4v4xSR9nJ3uR2Wl_YRvuVNGHw3p-X-peL4rzNwBT6Yrrk0EsrD5CBE5bbsGTxduolAsENht4DL1Ki8v48/w162-h228/Captura%20de%20Pantalla%202023-12-06%20a%20las%2014.42.18.png" width="162" /></a> <br /></div><div class="separator" style="clear: both; text-align: center;"><b>Enlaces
a los cuadernos de actividades del alumnado, que figuran en el cuaderno
de formación del profesorado"Recursos para comprender la división"</b></div><div class="separator" style="clear: both; text-align: center;"><b><a href="https://drive.google.com/file/d/1CPSXljbwNAwfdCxWHzlGxTDL0vMP2mEz/view?usp=sharing">división_apoyo_gráfico.pdf</a> </b></div><div class="separator" style="clear: both; text-align: center;"><b><a href="https://drive.google.com/file/d/1qumI-oiMJN639sD_c7Ui9J9y2WBi5GHh/view?usp=sharing">práctica_división.pdf </a></b></div><div class="separator" style="clear: both; text-align: center;"><b><a href="https://drive.google.com/file/d/1l69KP21GrrLgc0xyIwy-gWKQKZOKsomt/view?usp=sharing">repartos_básicos.pdf</a> </b></div><div class="separator" style="clear: both; text-align: center;"><b><a href="https://drive.google.com/file/d/0B8d0G6eTgRMSeFZzV01sb0w2XzA/view?usp=sharing&resourcekey=0-gDa2_IOFhIMu4nJ-VnRysQ">mitad_tercio_cuarto.pdf</a> </b></div><div class="separator" style="clear: both; text-align: center;"><b><a href="https://drive.google.com/file/d/0B8d0G6eTgRMSREw5cHRhb2N6Mm8/view?usp=sharing&resourcekey=0-VpJoTz6Kd56zAonta4Huug">elabora_problemas_cuadrícula.pdf</a> </b></div><div class="separator" style="clear: both; text-align: center;"><b><a href="https://drive.google.com/file/d/1Mz6hwMiwlHywXDO4N2wFROMPxXOA3HZ9/view?usp=sharing">plantillas_fracciones_circulares.pdf</a> </b></div><div class="separator" style="clear: both; text-align: center;"><b><a href="https://drive.google.com/file/d/1xIcCvNdZ5_T_KjlCy4v9YIh4Xt5nun-4/view?usp=sharing">Terminos_división.pdf</a> </b><b> </b></div><div class="separator" style="clear: both; text-align: center;"><b><br /></b></div><div class="separator" style="clear: both; text-align: center;"><b><a href="https://drive.google.com/file/d/1U0WeufBXxDYf19IPUJdSBEvnhnMh-odo/view?usp=sharing">Recursos_división.PDF</a></b></div><div class="separator" style="clear: both; text-align: center;"><b> <br /></b><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgs-c9ezyHVU1OaQ6VAP39kA5tI8Px94YEn_RVViKGzG0v1_FwrzfxmEYOfx8hwmULuGtJYEnI0GsjJZWF4n4tizGlD2Gm_PNJhJydjtfvRJXTYnZx5YFFg854QXhDsXfq-Pl0C4yiEZ4yZXdrQiEv0GNIpLy7qJfJJtepZjr2HLVv25317QyWRgZHW3oA/s1344/Captura%20de%20Pantalla%202023-12-06%20a%20las%2022.21.21.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1344" data-original-width="984" height="196" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgs-c9ezyHVU1OaQ6VAP39kA5tI8Px94YEn_RVViKGzG0v1_FwrzfxmEYOfx8hwmULuGtJYEnI0GsjJZWF4n4tizGlD2Gm_PNJhJydjtfvRJXTYnZx5YFFg854QXhDsXfq-Pl0C4yiEZ4yZXdrQiEv0GNIpLy7qJfJJtepZjr2HLVv25317QyWRgZHW3oA/w143-h196/Captura%20de%20Pantalla%202023-12-06%20a%20las%2022.21.21.png" width="143" /></a></div><br /></div></div></div><p></p>Manuel Muñozhttp://www.blogger.com/profile/06202699952847922378noreply@blogger.com0tag:blogger.com,1999:blog-118883149203114658.post-74997486644083337242023-11-26T06:06:00.000-08:002023-11-26T06:11:44.197-08:00Operaciones combinadas para resolver problemas<p><br /></p><div style="text-align: left;"> Las operaciones combinadas permiten representar las diferentes operaciones que resuelven el problema, de manera conjunta (resta,multiplicación-suma, división-suma resta...) en lugar de resolverlas de forma separada.. Nos puede indicar que se comprende mejor el problema y puede suponerse que el alumn@ ha mejorado su sentido numérico.</div><div style="text-align: left;">Vamos a utilizar las regletas como recurso para entender el desarrollo y solución del problema. Representamos las regletas a otra escala para que quepa en la página. El alumnado puede emplear el mismo recurso con la cuadrícula del cuaderno, para resolver otros problemas.<br /></div><div style="text-align: left;"> <b> <a href="https://drive.google.com/file/d/1Wowzm_reNCXUZc-K_rqnBq_S8E5ZU8Nz/view?usp=drive_link">prob_oper_comb.Pdf</a></b> <br /></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhd7r8WRMibCmxFm8_1rtj__Fl4e1RuOMdte4DSEB1DqE1fE2LVH6krjyFlYvwZS6zokNI_PtHb8qbcUjbHPPbT_WSq2QG5OXShIlb6fH6VSrr8ohxAYvN8Jk_Ef75SJoPiPEU5X4byD_rF5Q2q5nZwUfl79ZcCADNussnkygflZQFbu36UfbXbdeFoJUg/s1398/Captura%20de%20Pantalla%202023-11-26%20a%20las%2013.08.37.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1398" data-original-width="1030" height="203" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhd7r8WRMibCmxFm8_1rtj__Fl4e1RuOMdte4DSEB1DqE1fE2LVH6krjyFlYvwZS6zokNI_PtHb8qbcUjbHPPbT_WSq2QG5OXShIlb6fH6VSrr8ohxAYvN8Jk_Ef75SJoPiPEU5X4byD_rF5Q2q5nZwUfl79ZcCADNussnkygflZQFbu36UfbXbdeFoJUg/w150-h203/Captura%20de%20Pantalla%202023-11-26%20a%20las%2013.08.37.png" width="150" /></a></div><p></p>Manuel Muñozhttp://www.blogger.com/profile/06202699952847922378noreply@blogger.com0tag:blogger.com,1999:blog-118883149203114658.post-91745821059009852752023-10-23T11:52:00.001-07:002023-10-23T12:24:12.984-07:00Sistema de coordenadas<div style="text-align: left;"> Actividades para la comprensión y utilidad del sistema de coordenadas.</div><div style="text-align: left;"><b><span style="color: #674ea7;"> </span></b></div><div style="text-align: left;"><b><span style="color: #674ea7;"> <div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhVOQ6fDFW3GMt6Nfu_2_LogtZMFiv0Ciz5gRvDRJZEH5iKemZNSSrtLaeCt0c5AI4h4muuVkEzsZCj6fCSFsMDWI3Oq7hvzjBLIczD_j5X4lgxxDLFkIFLAG6SlOfhVT9humZwk1ig1mq7YVjmKA-bUh5Qq60YqWgGqgMRJKKYC1qLZ4e_Nth47MGgBvo/s932/Captura%20de%20Pantalla%202023-10-23%20a%20las%2020.50.10.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="932" data-original-width="774" height="249" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhVOQ6fDFW3GMt6Nfu_2_LogtZMFiv0Ciz5gRvDRJZEH5iKemZNSSrtLaeCt0c5AI4h4muuVkEzsZCj6fCSFsMDWI3Oq7hvzjBLIczD_j5X4lgxxDLFkIFLAG6SlOfhVT9humZwk1ig1mq7YVjmKA-bUh5Qq60YqWgGqgMRJKKYC1qLZ4e_Nth47MGgBvo/w207-h249/Captura%20de%20Pantalla%202023-10-23%20a%20las%2020.50.10.png" width="207" /></a></div></span><a href="https://www.dropbox.com/scl/fi/ttvrrtrvfayrwyylzjq6z/coordenadas.pdf?rlkey=u5bhvrtuagd6or7vhi7i86v79&dl=0"><span style="color: #674ea7;">Actividades_alumnado_coordenadas</span></a></b><a href="https://www.dropbox.com/scl/fi/ttvrrtrvfayrwyylzjq6z/coordenadas.pdf?rlkey=u5bhvrtuagd6or7vhi7i86v79&dl=0"> </a><br /></div><div style="text-align: left;"><br /></div>Manuel Muñozhttp://www.blogger.com/profile/06202699952847922378noreply@blogger.com0tag:blogger.com,1999:blog-118883149203114658.post-15428410053996509262022-12-13T14:49:00.003-08:002023-11-24T06:17:53.766-08:00Multiplicar haciendo diferentes grupos. Operaciones combinadas.<div style="text-align: left;">En un producto de factores podemos hacer diferentes agrupamientos sin que cambie el resultado. El resultado del producto 9x5 puede que no se sepa, cuando se empieza el proceso de aprendizaje de tablas de multiplicar, pero si realizamos otros agrupamientos podemos conocer el resultado, al distribuir las cantidades. Introducimos de forma necesaria las operaciones combinadas, adquiriendo sentido su aplicación.<br /></div><div style="text-align: left;"> 9x5= 9x2 + 9x3 = 18+ 27= 30+15= 45<br /></div><p><b><a href="https://drive.google.com/file/d/1E9AzjZW-msshjkf5VzfFRPIEO8gOMB4Q/view?usp=sharing"></a></b></p><div class="separator" style="clear: both; text-align: center;"><b><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgl9OaVJHHnOsSXoNB2NkPttzzNjPD9Oguo2WUX1w3ngqfeujbTecKquMFqRy49oJKPr4pDnZ8ONUBEwrD-UNImfNJ8zLpDi2elixdjlJbRRTv5bD7KymN_1o0KXfYC4PmEZaz63thcfm0Vxtc95k_vLYAd8-AqhZLMvBIbzzdrpBTDrtfCgYuX54d3/s786/Captura%20de%20pantalla%202022-12-13%20a%20las%2023.46.49.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="565" data-original-width="786" height="188" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgl9OaVJHHnOsSXoNB2NkPttzzNjPD9Oguo2WUX1w3ngqfeujbTecKquMFqRy49oJKPr4pDnZ8ONUBEwrD-UNImfNJ8zLpDi2elixdjlJbRRTv5bD7KymN_1o0KXfYC4PmEZaz63thcfm0Vxtc95k_vLYAd8-AqhZLMvBIbzzdrpBTDrtfCgYuX54d3/w262-h188/Captura%20de%20pantalla%202022-12-13%20a%20las%2023.46.49.png" width="262" /></a></b></div><b><br /><a href="https://drive.google.com/file/d/1E9AzjZW-msshjkf5VzfFRPIEO8gOMB4Q/view?usp=sharing">Multiplicar_agrupando.Pdf</a></b><br /><p></p>Manuel Muñozhttp://www.blogger.com/profile/06202699952847922378noreply@blogger.com0tag:blogger.com,1999:blog-118883149203114658.post-54562458491646515252022-11-10T14:12:00.002-08:002022-11-10T14:16:07.170-08:00Fracciones: colocar numerador y comparar fracciones<div style="text-align: left;"> Actividades sobre fracciones circulares con el objetivo de compararlas y comprender sus valores<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto;"><tbody><tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgnTAfBC6RmtJAHjqSF3G4SA4fiy63-RTb_WXASsUBJu17MNThPUSRqpKkVAC_Q-TYMADRwYao4FAifsxt-sMzS8XSQjZpGGB8ho7cY3ppnnVSNVfnQ-6ItToor2Y0m4a9HkBfsMOyxNy8DGiThTJGk7ONNJKqZJQ4IsNwtuO9JoSpxJ9S8bhK4O4Gs/s594/Captura%20de%20pantalla%202022-11-10%20a%20las%2023.11.33.png" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="594" data-original-width="421" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgnTAfBC6RmtJAHjqSF3G4SA4fiy63-RTb_WXASsUBJu17MNThPUSRqpKkVAC_Q-TYMADRwYao4FAifsxt-sMzS8XSQjZpGGB8ho7cY3ppnnVSNVfnQ-6ItToor2Y0m4a9HkBfsMOyxNy8DGiThTJGk7ONNJKqZJQ4IsNwtuO9JoSpxJ9S8bhK4O4Gs/s320/Captura%20de%20pantalla%202022-11-10%20a%20las%2023.11.33.png" width="227" /></a></td></tr><tr><td class="tr-caption" style="text-align: center;"><b><a href="https://drive.google.com/file/d/1ivO11VzbNksjYLyIlapBCenx9c9-WKPW/view?usp=sharing">Formar_fracciones_comparar.Pdf</a></b></td></tr></tbody></table><br />. </div><div style="text-align: left;">*Colocar los numeradores para comparar fracciones.</div><div style="text-align: left;">*Formar diferentes fracciones<br /></div>Manuel Muñozhttp://www.blogger.com/profile/06202699952847922378noreply@blogger.com0tag:blogger.com,1999:blog-118883149203114658.post-36375706943064206592022-10-10T14:55:00.003-07:002022-12-05T04:03:42.721-08:00Formación de polígonos con círculos fraccionados<p> Interesante uso de plantillas con círculos fraccionados, para construir polígonos regulares de diferentes lados. Puede dibujarse el polígono con facilidad.</p><p></p><div class="separator" style="clear: both; text-align: center;"><iframe allowfullscreen="" class="BLOG_video_class" height="266" src="https://www.youtube.com/embed/_HATwWZ75Ec" width="320" youtube-src-id="_HATwWZ75Ec"></iframe></div><br /> <p></p><p> </p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgQLo3Ua7FVkyNljVd5rFxQ-qw7LS_Tcod_AX8m2sQklKGNl_1I_9Aqw6Nd0b0b6SCXQM7pKOZ537oVRyTi__pgqBP8mIj-7J5M6c_Zw9g7mnHYrOhyhCpqtol2q3mhakccCMWBTKTNvcj6lyOrRhkNhHpReF1MIy3Rk8qpPQqooa7izfn3jXtyEnvl/s749/Captura%20de%20pantalla%202022-10-10%20a%20las%2023.43.43.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="749" data-original-width="523" height="251" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgQLo3Ua7FVkyNljVd5rFxQ-qw7LS_Tcod_AX8m2sQklKGNl_1I_9Aqw6Nd0b0b6SCXQM7pKOZ537oVRyTi__pgqBP8mIj-7J5M6c_Zw9g7mnHYrOhyhCpqtol2q3mhakccCMWBTKTNvcj6lyOrRhkNhHpReF1MIy3Rk8qpPQqooa7izfn3jXtyEnvl/w175-h251/Captura%20de%20pantalla%202022-10-10%20a%20las%2023.43.43.png" width="175" /></a></div><b><a href="https://drive.google.com/file/d/1No-fDDg4d0SYV-0s91qNQVyXLnPHjdEs/view?usp=sharing">Construcción_polígonos.Pdf</a></b><br /><br /><p></p><div style="text-align: left;">*Observaremos que un polígono regular se forma a partir de triángulos.</div><div style="text-align: left;">*Diferentes tipos de triángulos.<br /></div><div style="text-align: left;">* Podemos calcular el valor de los dferentes ángulos.</div><div style="text-align: left;">*El número de lados que tiene.</div><div style="text-align: left;">*Los vértices.<br /></div>Manuel Muñozhttp://www.blogger.com/profile/06202699952847922378noreply@blogger.com0tag:blogger.com,1999:blog-118883149203114658.post-22370378705924432322022-04-23T05:21:00.005-07:002024-02-10T05:02:08.226-08:00Multiplicar con diferentes recursos<p> <span style="color: #cc0000;">Diferentes modelos para resolver la multiplicación con los recursos y algoritmos necesarios</span>. </p><div style="text-align: left;"><div style="text-align: left;"><span style="color: #cc0000;"><b>Recursos para multiplicar:</b></span><br /></div><div style="text-align: left;">Multiplicar con policubos y plantillas de fracciones.</div><div style="text-align: left;">Multiplicar empleando la cuadrícula del cuaderno.</div><div style="text-align: left;">Multiplicar con regletas y centenas multibase.</div><div style="text-align: left;">Multiplicar empleando plantilla cuadriculada de 1cmx1cm.</div><div style="text-align: left;">Multiplicar con dinero.</div><div style="text-align: left;">Multiplicar con empleo de tabla pitagórica elaborada.</div><div style="text-align: left;">Elaborar tablas contando de 2 en 2, 3 en 3, 4 en 4 ...</div><div style="text-align: left;">Multiplicar con imágenes u otros elementos como figuritas, bolas, fichas... </div><div style="text-align: left;"> Actividades de multiplicación aplicando la <span style="color: #674ea7;"><b>propiedad distributiva.</b></span><br /></div><table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto;"><tbody><tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi6-BuwQYGhEnJj7gzBwzg3kqHuVPbtbzGzUVnVMZIglCAk4sjXWEklKsluqQrB_crTDUil0uEOY4GyMWHrP_X9QpZ-6vz2vvgd_Gg7y6__dtghCDaCwv9ZLl8Ox5tAavGtYVHE1WE0qfk9-MhfqzIYtUVyVr_hplGiuvnjzOWsrStL4bxdCi10aRPI/s1120/Captura%20de%20Pantalla%202022-04-24%20a%20las%2020.22.48.png" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="1120" data-original-width="796" height="230" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi6-BuwQYGhEnJj7gzBwzg3kqHuVPbtbzGzUVnVMZIglCAk4sjXWEklKsluqQrB_crTDUil0uEOY4GyMWHrP_X9QpZ-6vz2vvgd_Gg7y6__dtghCDaCwv9ZLl8Ox5tAavGtYVHE1WE0qfk9-MhfqzIYtUVyVr_hplGiuvnjzOWsrStL4bxdCi10aRPI/w163-h230/Captura%20de%20Pantalla%202022-04-24%20a%20las%2020.22.48.png" width="163" /></a></td></tr><tr><td class="tr-caption" style="text-align: center;"><b><a href="https://drive.google.com/file/d/1xmGKA8rBGrln24iZrM28tYa2_UHfwNgh/view?usp=sharing">Actividades_alumnado.Pdf</a></b></td></tr></tbody></table><div style="text-align: left;"><span style="color: #38761d;"><u> </u></span></div><div style="text-align: left;"><span style="color: #38761d;"><u>Utiliza los siguientes enlaces </u></span>para obtener las actividades en pdf y poder realizarlas de forma oral y escrita, en grupo o individualmente.</div></div><div style="text-align: left;"><b><a href="https://drive.google.com/file/d/1EcWFvoHVTV-fhgumgdgpYfbDozglAsAf/view?usp=sharing">Multiplicar y restar.Pdf</a></b></div><div style="text-align: left;"><b><a href="https://drive.google.com/file/d/1MZArrPqfYeCzS7-Nscd4di5Kpia1n8xU/view?usp=sharing">Multiplicar círculo con sectores.Pdf</a> </b></div><div style="text-align: left;"><b><a href="https://drive.google.com/file/d/1UKG8Ftfoup83cufxN-QtDgzKbqSWbjr8/view?usp=sharing">Multiplicar con regletas.Pdf</a> </b></div><div style="text-align: left;"><b><a href="https://drive.google.com/file/d/1jUmS0QpRysGtG031Q-FfWJrb0JqLuX7A/view?usp=sharing">Encontrar factores.Pdf</a> </b></div><div style="text-align: left;"><b><a href="https://drive.google.com/file/d/1WNmHCYbRKs9wNlLQiPfnYPUc2dG8TIxt/view?usp=sharing">Regletas x.Pdf</a></b></div><div style="text-align: left;"><table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto;"><tbody><tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEjk9nIZCv0AbErBwJIYmZORL4Al_4QMUnTz53Xhmgzqrd4i6zgi-PAM_YpK9JGPfvaP2uKXUIHADZ1Lf_A3OOr-BGCLzGskSdIK7G-8rfeQ9woZbqOtZd36Fn6JEwvNVwU8rG5-f1maSHQRUpHYWK8XTV6Bn92b1_A2fBD-h3D7J5ITy0mNsJbxRnwgHg=s1112" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="1112" data-original-width="786" height="299" src="https://blogger.googleusercontent.com/img/a/AVvXsEjk9nIZCv0AbErBwJIYmZORL4Al_4QMUnTz53Xhmgzqrd4i6zgi-PAM_YpK9JGPfvaP2uKXUIHADZ1Lf_A3OOr-BGCLzGskSdIK7G-8rfeQ9woZbqOtZd36Fn6JEwvNVwU8rG5-f1maSHQRUpHYWK8XTV6Bn92b1_A2fBD-h3D7J5ITy0mNsJbxRnwgHg=w211-h299" width="211" /></a></td></tr><tr><td class="tr-caption" style="text-align: center;"><span style="color: #cc0000;"><b><a href="https://drive.google.com/file/d/1aK3_i0nTlsGmkCRZxFU2xuv5nsfmiITy/view?usp=sharing">Comprensión_multiplicación.Pdf</a></b></span></td></tr></tbody></table><b><b> <a href="https://drive.google.com/file/d/0B8d0G6eTgRMSLXdSNXVmU3FpZTA/view?usp=sharing&resourcekey=0-YkAHafS-fWBQK437Vuhnmg">Multiplicar fácil1.Pdf</a></b></b><div style="text-align: left;"><b><a href="https://drive.google.com/file/d/0B8d0G6eTgRMSMndYTGwtTkxGTk0/view?usp=sharing&resourcekey=0-cg9YtZ12375WaS-ThZBSDA">Multiplicar fácil2.Pdf</a> </b></div><div style="text-align: left;"><b><a href="https://drive.google.com/file/d/1uX4T5YQb8eZ3GtpdG1trdQKC5gogiGHs/view?usp=sharing">Construcción tablas x.Pdf</a> </b></div><div style="text-align: left;"><b><a href="https://drive.google.com/file/d/1Wo3G4nqDn8q77zYTVTSyUamM2s39syfj/view?usp=sharing">Construcción tablas x.Pdf</a> </b></div><div style="text-align: left;"><b><a href="https://drive.google.com/file/d/0B8d0G6eTgRMSc21qak84ZVRHaVk/view?usp=sharing&resourcekey=0-JDHIpWIKdZQBYvt_tt8ncg">Multiplicar cantidad descompuesta.Pdf</a> </b><br /></div><b> </b></div><div style="text-align: left;"><b> </b><table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container"><tbody><tr><td class="tr-caption" style="text-align: center;"><br /></td><td class="tr-caption" style="text-align: center;"><span style="font-size: medium;"><b> </b></span></td><td class="tr-caption" style="text-align: center;"><span style="font-size: medium;"><b> </b></span></td></tr></tbody></table><b> </b></div><div style="text-align: left;"><div style="text-align: center;"></div><div style="text-align: center;"></div><b></b></div>Manuel Muñozhttp://www.blogger.com/profile/06202699952847922378noreply@blogger.com0tag:blogger.com,1999:blog-118883149203114658.post-7179673150842203962022-03-17T13:50:00.004-07:002022-03-17T13:50:44.289-07:00Dividir con reparto de forma interactiva.<div style="text-align: left;"> Recurso para realizar desde móvil, ordenador, tablet, PDI, elaborado para la práctica comprensible de la división repartiendo dinero entre los diferentes sectores de un círculo.</div><div style="text-align: left;">Conviene realizar la práctica con materiales apropiadas que refuercen la experiencia digital.</div><div style="text-align: left;">Se proponen diferentes niveles y unas instrucciones para realizar las actividades.</div><div style="text-align: left;">Es un recurso publicado en la REDD (Red Educativa Digital Descartes ), en la que una diversidad de profesionales de diversos países, aportamos una de forma altruista materiales educativos digitales a la comunidad inrternacional.</div><table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto;"><tbody><tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEgayNX0eaPirEh45UmxtUhfl3SvL2SXAEdWz0soytV4JmjFX_yOEWAXifJb4j5ONgOehSpFPB7kEnFZ459pk2qajvtSQOi90A70cq_as3pd63DsG7jlJYOLOfzE96zKskkTKTX0FRp_t7qzVhDyev2LQAxi6ln47KilM3xa5vfM4ztV1TOpqURWcLho=s1646" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="1010" data-original-width="1646" height="196" src="https://blogger.googleusercontent.com/img/a/AVvXsEgayNX0eaPirEh45UmxtUhfl3SvL2SXAEdWz0soytV4JmjFX_yOEWAXifJb4j5ONgOehSpFPB7kEnFZ459pk2qajvtSQOi90A70cq_as3pd63DsG7jlJYOLOfzE96zKskkTKTX0FRp_t7qzVhDyev2LQAxi6ln47KilM3xa5vfM4ztV1TOpqURWcLho=s320" width="320" /></a></td></tr><tr><td class="tr-caption" style="text-align: center;"><b><a href="https://proyectodescartes.org/PI/materiales_didacticos/division_como_reparto/index.html">Dividir_reparto:Interactivo</a></b></td></tr></tbody></table><br /><div style="text-align: left;"><br /></div>Manuel Muñozhttp://www.blogger.com/profile/06202699952847922378noreply@blogger.com0tag:blogger.com,1999:blog-118883149203114658.post-46773406916150596822022-02-02T09:00:00.014-08:002022-02-03T05:06:17.488-08:00Actividades interactivas Canals, para el currículo matemático en Primaria.<p> Propuesta de actividades interactivas para mejorar el conocimiento y comprensión de conceptos matemáticos, mediante el uso motivador del ordenador u otro dispositivo. Es un proyecto publicado en la Red Educativa Digital Descartes <b><a href="https://proyectodescartes.org/indexweb.php">https://proyectodescartes.org/indexweb.php</a></b><br /></p><p>Las actividades abarcan conceptos desde 3º a 6º de E. Primaria.</p><table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto;"><tbody><tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEjGGwcik6EtJXxen5wQCfj3S3mtmePJ5mu9lSTkBH4BHFX2Cf61AvkOxWnq7dEzB2ABqZVlzmVf8tcxarofehK_EhFXLQyBgr-v7ksuI7qE97DOPsbv8pHLICO9FXOob0Q82vQasIlBblQEUX7H8Zhub_DcraAYM99T7t-AEus-bOoCgALzGOHwayQa=s1508" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="1308" data-original-width="1508" height="278" src="https://blogger.googleusercontent.com/img/a/AVvXsEjGGwcik6EtJXxen5wQCfj3S3mtmePJ5mu9lSTkBH4BHFX2Cf61AvkOxWnq7dEzB2ABqZVlzmVf8tcxarofehK_EhFXLQyBgr-v7ksuI7qE97DOPsbv8pHLICO9FXOob0Q82vQasIlBblQEUX7H8Zhub_DcraAYM99T7t-AEus-bOoCgALzGOHwayQa=s320" width="320" /></a></td></tr><tr><td class="tr-caption" style="text-align: center;"><b><a href="https://proyectodescartes.org/canals/index_nivel.htm">Proyecto_Canals.Interactiv</a>o</b></td><td class="tr-caption" style="text-align: center;"><b> </b></td><td class="tr-caption" style="text-align: center;"><b> </b></td><td class="tr-caption" style="text-align: center;"><b> </b></td><td class="tr-caption" style="text-align: center;"><b> </b></td></tr></tbody></table><p>
</p><p><iframe allowfullscreen="" frameborder="0" height="344" src="//www.youtube.com/embed/8SNTY4nWi9Y" width="459"></iframe>
</p><p>REALIZA ALGUNAS ACTIVIDADES, PERO PUEDES ENTRAR EN TODAS,CON EL ENLACE <b><a href="https://proyectodescartes.org/canals/index_nivel.htm">Proyecto_Canals.Interactivo</a></b></p><div class="separator" style="clear: both; text-align: center;"><a href="https://proyectodescartes.org/canals/materiales_didacticos/CL-OP-45-JS/index.html" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1178" data-original-width="2178" height="122" src="https://blogger.googleusercontent.com/img/a/AVvXsEhMUOEDPi_pVgIdkY8KRMFo4mNp_-ddwqBOqYt39qqXi_ikytqyOg0V3KnkXEy1YJJcu2Jkbjx1jQooBASVMJYFwPpDJKBIQrFNR2sqb9Km3EYKcB9qwCRpXBb08qlYsnY8S1RNb8ogPhWrI7o6Kfe7VWLKneVqcueNHIt5_9c2Hew6ILj5-oUR-tXB=w226-h122" width="226" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://proyectodescartes.org/canals/materiales_didacticos/CL-CP-05-JS/index.html" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1178" data-original-width="2178" height="123" src="https://blogger.googleusercontent.com/img/a/AVvXsEggdFe68CyCLGGITD3NxXCbHz7_Vb3W81XbIUeZzOUNk_CiTN70ShYzjw6EAchJrJ5_2VEG9uc2HBhPA9MBVkUVtKRBvFQJhopvJRJ0qh36xzGS8t5s4nYyHn_dTtX29c4sP0zx76Q8lxatMcraYrFnCnrkNSwU_pcZ6liUDi0Bq70xVBYH67GToygE=w228-h123" width="228" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://proyectodescartes.org/canals/materiales_didacticos/LO-CP-01-JS/index.html" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1178" data-original-width="1630" height="137" src="https://blogger.googleusercontent.com/img/a/AVvXsEhulQ_ZVjmWnzzEAQ5L9AvcsMyun2UMjMNan_NZTYf1kQ0HxG1_VmYjItbVqP1aoa87VXZFi55Tiktos51JuGBomFxvY00rP-DJSH62GzUS2p2DUTPnSfPknvEbQjvvTc_7YCX26YeBFTzSiQEfv6PXku4RxRuHZqFcyLTZBjnP8fCd7SJLgG8tJ-YZ=w189-h137" width="189" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://proyectodescartes.org/canals/materiales_didacticos/CL-NO-63B-JS/index.html" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1178" data-original-width="1630" height="140" src="https://blogger.googleusercontent.com/img/a/AVvXsEg_x12gyisqbsbuYPTt0jVwKeSHeNEXPYjPcMxTEHEp7Xnv6mrTo5Vx4WINB-qxHn-Oyzf9kGzzKKrOP2WCf3F8dFa2U6h_VHBh7w6p-EhW9JbcwTPaKbkLJNMtmsgmxUEt8qOwuwCApi9eKj3JHzIhhAngSQIN_Rz3mGCpfHz93v2o5FHnWQOOcGOF=w194-h140" width="194" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://proyectodescartes.org/canals/materiales_didacticos/LO-CP-03-JS/index.html" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1178" data-original-width="1630" height="149" src="https://blogger.googleusercontent.com/img/a/AVvXsEhot0heMwX3fq_-n2N-9XE71uMyGCRWeZgr8LQgAFaEL1TRiB8gGLnSEpOojfUjeXCT6SReMiY8TsxmhyJT71-bQX8YquNK0zvCA_DJ2ZXmdHb79NIz5ng8Tjr0dUxEJ9kjBO-HXyYNlysvPyQYNJtlaxIlg84qOq2l35GFDXoaX-Hub2fVEuDpNPj4=w206-h149" width="206" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://proyectodescartes.org/canals/materiales_didacticos/CL-NO-40-JS/index.html" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1178" data-original-width="1630" height="154" src="https://blogger.googleusercontent.com/img/a/AVvXsEgcrtxry_4SXSDibV4XlJwIWV-bULrqUg_mtvuIEdr17tPN3do5K9f-FVTFTvrLmL4cyrEVZzcpF3MPxWhfZOLvkrMmU9NTutOYHAcoMJ1rvurFKUm0fQydFcWnAL1QRi-YJw9mlvQSdbft5Lx2ktD021qe4_kcdNfk5-3KYbWIB19wCahK2gr0pU1N=w213-h154" width="213" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://proyectodescartes.org/canals/materiales_didacticos/CL-CP-03-JS/index.html" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1178" data-original-width="1630" height="162" src="https://blogger.googleusercontent.com/img/a/AVvXsEjLOCcOrHMK5Qav2gphBRBiF_-uzs7DeWeAvq45XedymCvDBPKYhxPZ2WKftpg2wJVxMrbPROF_o8fpKST6tpzSL6-U4pBhSbpwjzY9fodUUEpys0NR4tRJ3_ub9PyFD21XkeitlvQTNYcvTkQG_RLDVcWLT2MofKFAQIyPIAQrDyXZ8z49W0ULIpdR=w224-h162" width="224" /></a></div><br />
Manuel Muñozhttp://www.blogger.com/profile/06202699952847922378noreply@blogger.com0tag:blogger.com,1999:blog-118883149203114658.post-30040532541483491212022-01-27T10:48:00.002-08:002024-02-10T05:36:10.817-08:00Modelos didácticos con policubos para el desarrollo del currículo matemático.<div style="text-align: left;"> Se <span style="color: #cc0000;"><b>amplía con este archivo</b></span>, la propuesta sobre el empleo de los policubos o multicubos en el tratamiento de los conceptos del currículo de matemáticas. Se proponen ideas, así como actividades ampliables al criterio del discente. Se muestran evidencias del trabajo realizado, en fotos y videos.<br /></div><div style="text-align: left;">Igualmente el discente tendrá que optar por aquellas actividades apropiadas al nivel de su alumnado, ya que también se incorporan, en el archivo, actividades para nivel de E. Infantil.<br /></div><p> </p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEg89FI__yRiTyV4GHYEPaTMfBWohaWKvZmPldFXWKUbwzfCpX-mh2n9Vrfyj5SuAanOSbxAM4XLJYFQPQKFdD2ck29coy2coYbZO_KI3GePzWJHTF6XdS7923h38Xn1XZ1u5FH-4iC9Ry-c14gx6rQDBrjTwjn_lrNzO6Fa36AwxeQnEyRaD1Qy5LMk=s1112" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1112" data-original-width="358" height="401" src="https://blogger.googleusercontent.com/img/a/AVvXsEg89FI__yRiTyV4GHYEPaTMfBWohaWKvZmPldFXWKUbwzfCpX-mh2n9Vrfyj5SuAanOSbxAM4XLJYFQPQKFdD2ck29coy2coYbZO_KI3GePzWJHTF6XdS7923h38Xn1XZ1u5FH-4iC9Ry-c14gx6rQDBrjTwjn_lrNzO6Fa36AwxeQnEyRaD1Qy5LMk=w129-h401" width="129" /></a></div><br /><p><b><a href="https://drive.google.com/file/d/1LxwRZvvlI1sb_jIxKBpXG_2vngo7vRsq/view?usp=sharing">Ideas_policubos.Pdf</a></b><br /></p>Manuel Muñozhttp://www.blogger.com/profile/06202699952847922378noreply@blogger.com0tag:blogger.com,1999:blog-118883149203114658.post-53980613104548686942021-12-10T05:59:00.004-08:002021-12-13T11:52:29.198-08:00Producto con decimales.Didáctica y problemas.<p> Modelos didácticos para ayudar a resolver de forma más comprensible las operaciones con <b>números decimales</b>, empleando como recurso el dinero y argumentos matemáticos.</p><p>Aporta <b>didáctica para formación del profesorado</b> y actividades para el alumnado.<br /></p><table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto;"><tbody><tr><td style="text-align: center;"><a href="https://drive.google.com/file/d/1WFaf-eIqN5nNVEYgpCWGbNw38WJtF_GT/view?usp=sharing" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="615" data-original-width="459" height="305" src="https://blogger.googleusercontent.com/img/a/AVvXsEiNwWIiNcCE3jJsawEAMTFa5_0AwJNS6PR48FsWqCuuhl0nVdGo1_io_9A5w-w31b85Php5XqxZT4c4oSNqSeVLXjfLDMpZEPXCb2Nm93NJ88AWOHNqzNgHBBVkbEyQF--BKyuFxmYe3U0X_gI4eTGqJnWSFFVlFJuhpZgVMLvCwPk1u74UGjoKHBG5=w228-h305" width="228" /></a></td></tr><tr><td class="tr-caption" style="text-align: center;"><b><a href="https://drive.google.com/file/d/1WFaf-eIqN5nNVEYgpCWGbNw38WJtF_GT/view?usp=sharing">producto_decimales.Pdf</a></b></td></tr></tbody></table><p>Pendiente de incorporar más problemas.<br /> </p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEgpVMtf8b8DdCcOEBzKV09cElRlEoZel8fpmzv4iMcn4wtoOWblqHfL7j5TaOt7EERiF7Lgtxk7-W2SaIPrxlc1mL89nTkTeXspLaUunrxd-ENnKjhlZa3VTmxS2wOeGslqqKaI_ZI9lKbrFfBy_LmJHjUqYfHfkZ_nJ0I9D-3qrZ1blxSoNJnxAXQK=s745" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="745" data-original-width="532" height="320" src="https://blogger.googleusercontent.com/img/a/AVvXsEgpVMtf8b8DdCcOEBzKV09cElRlEoZel8fpmzv4iMcn4wtoOWblqHfL7j5TaOt7EERiF7Lgtxk7-W2SaIPrxlc1mL89nTkTeXspLaUunrxd-ENnKjhlZa3VTmxS2wOeGslqqKaI_ZI9lKbrFfBy_LmJHjUqYfHfkZ_nJ0I9D-3qrZ1blxSoNJnxAXQK=s320" width="229" /></a></div><br /><p></p><p> </p><p> </p><p> </p><p> </p><p><br /></p><p></p>Manuel Muñozhttp://www.blogger.com/profile/06202699952847922378noreply@blogger.com0tag:blogger.com,1999:blog-118883149203114658.post-63869931668871668992021-11-26T05:11:00.003-08:002021-11-26T05:12:43.252-08:00Restar con números decimales, de tres formas diferentes.<div style="text-align: left;"> Propuesta para resolver una resta con números decimales, ofreciendo diferentes formas de resolverla.</div><div style="text-align: left;">Se persigue mejorar la comprensión y llegar a la diversidad del alumnado.</div><div style="text-align: left;">En ningún caso , hay intención de mantener la forma tradicional de resolverla.</div><table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto;"><tbody><tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiymw9jutdpOOk4jUOzjvwu3h59fCrTdRoeNet_yiE3M-taF-nTSGA0FmNC56VC25DFMpX3RBeRnxlHWJDf0blwViz95BXItFRw17ooOgwgBnD5CKgXRsDf3UtY902_phzpB6dXdn2dyXI/s869/Captura+de+pantalla+2021-11-26+a+las+14.03.02.png" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="648" data-original-width="869" height="208" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiymw9jutdpOOk4jUOzjvwu3h59fCrTdRoeNet_yiE3M-taF-nTSGA0FmNC56VC25DFMpX3RBeRnxlHWJDf0blwViz95BXItFRw17ooOgwgBnD5CKgXRsDf3UtY902_phzpB6dXdn2dyXI/w279-h208/Captura+de+pantalla+2021-11-26+a+las+14.03.02.png" width="279" /></a></td></tr><tr><td class="tr-caption" style="text-align: center;"><b><a href="https://drive.google.com/file/d/18vgyE0ZMsfOiflQtmbZ0j4uPml-Dz587/view?usp=sharing">Tres_formas_resta.Imprimir_pdf</a></b></td></tr></tbody></table><br /><div style="text-align: left;"><br /></div>Manuel Muñozhttp://www.blogger.com/profile/06202699952847922378noreply@blogger.com0tag:blogger.com,1999:blog-118883149203114658.post-92213411596009440122021-10-22T13:13:00.011-07:002022-12-05T05:18:08.346-08:00RESUELVE PROBLEMAS DE DIVIDIR CON DIFERENTES FORMAS DE REALIZAR LA DIVISIÓN<div style="text-align: left;"> Podemos hacer una división correctamente empleando diferentes formas.</div><div style="text-align: left;">Hay una clara intención de aportar otros modelos para alejarnos del modelo tradicional incomprensible y mecánico, que nos aporte una mayor accesibilidad a la diversidad de nuestro alumnado. <br /></div><div style="text-align: left;">Se presentan a través de unos modelos didácticos gráficos.</div><div style="text-align: left;">En procesos iniciales, debemos emplear material didáctico como policubos, regletas, bloques multibase, objetos, plantillas con diferentes sectores, para construir una situación que haga accesible el algoritmo que debemos realizar para resolver el problema .<br /></div><div style="text-align: left;"><span style="color: #cc0000;"> <u>DIVIDIR POR REPARTO con cocientes parciales</u><br /></span></div><div style="text-align: left;"><span style="color: #cc0000;"> <u>DIVIDIR POR PARTICIÓN o AGRUPAMIENTO</u><br /></span></div><div style="text-align: left;"><span style="color: #cc0000;"> <u>DIVIDIR POR DESCOMPOSICIÓN DEL DIVIDENDO</u></span></div><div style="text-align: left;"><span style="color: #cc0000;"> DIVIDIR POR RESTAS REITERADAS (algoritmo de divisiones anteriores)<br /></span></div><div style="text-align: left;"><span style="color: #cc0000;"> DIVIDIR POR APROXIMACIÓN CON SUMAS (algoritmo de divisiones anteriores)</span><br /></div><div style="text-align: left;"> <div class="separator" style="clear: both; text-align: center;"><iframe allowfullscreen="" class="BLOG_video_class" height="208" src="https://www.youtube.com/embed/eJLGf961qHM" width="250" youtube-src-id="eJLGf961qHM"></iframe></div><br /><br /></div><div style="text-align: left;"> Prueba a resolver problemas con la que mejor comprendas o la que se adapte mejor a la comprensión del texto matemático del problema. </div><div style="text-align: left;"><div class="separator" style="clear: both; text-align: center;"><iframe allowfullscreen='allowfullscreen' webkitallowfullscreen='webkitallowfullscreen' mozallowfullscreen='mozallowfullscreen' width='247' height='206' src='https://www.blogger.com/video.g?token=AD6v5dxqeizgD69rnAVsLsVANkcN-PDK2KE2J9sEpaeDzBhZWI_J4wWHtYXWNfAKOnfAn96FfUxfA7MfOYL3a92RLQ' class='b-hbp-video b-uploaded' frameborder='0'></iframe></div><br /> </div><div style="text-align: left;"><span style="font-size: medium;"><u><span style="color: #38761d;"><b> Archivo ampliado </b></span></u></span><br /></div><div style="text-align: left;"><div class="separator" style="clear: both; text-align: center;"><table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto;"><tbody><tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh8eddyfHtO9sOgje3U-J2m-tCX-SiFGFjru7091d2J01tvDjP9iYfxwbH1obMN4gUzsqOp5omkywYGPyFcpzPqmCNuErKK5eKvFjAC7v7biUxMa6pYnD5P5hSZXd4GtCLeMfOW1mpRCLk/s748/Captura+de+pantalla+2021-10-22+a+las+22.07.17.png" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="748" data-original-width="589" height="282" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh8eddyfHtO9sOgje3U-J2m-tCX-SiFGFjru7091d2J01tvDjP9iYfxwbH1obMN4gUzsqOp5omkywYGPyFcpzPqmCNuErKK5eKvFjAC7v7biUxMa6pYnD5P5hSZXd4GtCLeMfOW1mpRCLk/w222-h282/Captura+de+pantalla+2021-10-22+a+las+22.07.17.png" width="222" /></a></td></tr><tr><td class="tr-caption" style="text-align: center;"><b><a href="https://drive.google.com/file/d/1YqOAx7_6BZUdqwhWYjWg1Ib2aZfYuDLg/view?usp=sharing">Formas de dividir.Imprimirpdf</a></b></td></tr></tbody></table><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhqpAb_5KHEGcBGg_XgrW-Xe_eXz7eN4d8RHCUJZCgMnhjZaZGdKla4-0ktDNUAR0Uyp1zfFVIj2F4o6ikIEKc_Qb7o9EtBCgTvPPzRfzdkbeHa4Md9LoVBWSW_PSV5lu0YQRDvI7vJnqY/s786/Captura+de+pantalla+2021-10-22+a+las+22.07.36.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="786" data-original-width="600" height="262" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhqpAb_5KHEGcBGg_XgrW-Xe_eXz7eN4d8RHCUJZCgMnhjZaZGdKla4-0ktDNUAR0Uyp1zfFVIj2F4o6ikIEKc_Qb7o9EtBCgTvPPzRfzdkbeHa4Md9LoVBWSW_PSV5lu0YQRDvI7vJnqY/w200-h262/Captura+de+pantalla+2021-10-22+a+las+22.07.36.png" width="200" /></a></div><br /><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj8A8bO_ShJ9umGtPyeukoXZBWl4AvfsPBRBB2l63zvHTBWVcdQt0_DreKQIQgGIPjXuWEQq9nXbxtTUkG2iJiPurAZkjIoWJW_lJnXUCJUjz6LUyKVvLnHdObDZBB4xB92LMpWa8LVOjM/s711/Captura+de+pantalla+2021-10-22+a+las+22.07.55.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="711" data-original-width="590" height="253" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj8A8bO_ShJ9umGtPyeukoXZBWl4AvfsPBRBB2l63zvHTBWVcdQt0_DreKQIQgGIPjXuWEQq9nXbxtTUkG2iJiPurAZkjIoWJW_lJnXUCJUjz6LUyKVvLnHdObDZBB4xB92LMpWa8LVOjM/w210-h253/Captura+de+pantalla+2021-10-22+a+las+22.07.55.png" width="210" /></a></div>Visualiza el tutorial para mayor comprensión.<br /> <br /></div><div class="separator" style="clear: both; text-align: center;"><br /></div><br /><p><br /></p>Manuel Muñozhttp://www.blogger.com/profile/06202699952847922378noreply@blogger.com1tag:blogger.com,1999:blog-118883149203114658.post-16606436959886473372021-09-23T07:21:00.008-07:002022-12-15T14:41:59.749-08:00DIVISIÓN COMPRENSIBLE CON PLANTILLAS <p> </p><div class="separator" style="clear: both; text-align: center;"><br /></div><br /><p></p><p> Practica la división o reparto de veinte elementos entre varios divisores. Empleamos las plantillas de fracciones circulares para hacer comprensible la división, de modo que la representación gráfica de la operación resulte motivadora y asequible a todo el alumnado. </p><p></p><table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto;"><tbody><tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjOYViqKkI5yp-su_bysYhUW0pv779qohxll79HdpUIbYs4sDq3ouatrGSvgqufs65EWQoXP-kIdm34I_xLEqcW9_eDVl8bngpwQgCUGrpFgZUtsVpGc8Pi-9cz7DBM_xC4c8bL1MjPc84/s592/Captura+de+pantalla+2021-09-23+a+las+16.19.34.png" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="592" data-original-width="420" height="257" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjOYViqKkI5yp-su_bysYhUW0pv779qohxll79HdpUIbYs4sDq3ouatrGSvgqufs65EWQoXP-kIdm34I_xLEqcW9_eDVl8bngpwQgCUGrpFgZUtsVpGc8Pi-9cz7DBM_xC4c8bL1MjPc84/w182-h257/Captura+de+pantalla+2021-09-23+a+las+16.19.34.png" width="182" /></a></td></tr><tr><td class="tr-caption" style="text-align: center;"><b><a href="https://drive.google.com/file/d/1Mz6hwMiwlHywXDO4N2wFROMPxXOA3HZ9/view?usp=sharing">División_10/20/32plantilla.pdf</a></b></td></tr></tbody></table><br /> <br /><p></p><div style="text-align: left;"><br /></div>Manuel Muñozhttp://www.blogger.com/profile/06202699952847922378noreply@blogger.com0tag:blogger.com,1999:blog-118883149203114658.post-29243921841741658992021-05-23T14:04:00.005-07:002021-05-26T03:30:11.901-07:00Juegos para la mejora del lenguaje. Ejercicios de formalización sintáctica.<div style="text-align: left;"> Actividades de <span style="font-family: verdana;"><span style="color: #cc0000;"><b>f<a href="https://drive.google.com/file/d/1PNJ1VI2NAmRPLkDSSpASPSlQLY7oXNY1/view?usp=sharing">ormalización sintáctica</a></b></span></span> para la mejora de la expresión oral y escrita. Esta propuesta de trabajo puede ampliarse a conveniencia de las necesidades.<br /></div><div style="text-align: left;"> <b><span style="color: #38761d;">PROPUESTA DIDÁCTICA:</span></b></div><div style="text-align: left;"><span style="color: #134f5c;">1.-Realizar las actividades variadas como juegos de expresión oral, participando todo el grupo.<br /></span></div><div style="text-align: left;"><span style="color: #134f5c;">2.-Dedicar un tiempo diario a realizar diferentes actividades.</span></div><div style="text-align: left;"><span style="color: #134f5c;">3.-Encontrar respuestas variadas con la aportación de toda la clase.</span></div><div style="text-align: left;"><span style="color: #134f5c;">4.-Escribir a nivel individual</span>.<br /></div><p> <br /></p><table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto;"><tbody><tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgAulA0Owqh__wi0aLgoApCoVQuMcS6FboqT7PhchuwSL6kDwe_vhIfgYP9lQOtt_yElGhgRhf0hft8YPX7nEwiYR-lqGyujNW5RPvRzsQ7h10PIIxFr_MA78Cy3O0hkoAX489Cv_hDGAU/s849/Captura+de+pantalla+2021-05-23+a+las+22.57.45.png" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="849" data-original-width="631" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgAulA0Owqh__wi0aLgoApCoVQuMcS6FboqT7PhchuwSL6kDwe_vhIfgYP9lQOtt_yElGhgRhf0hft8YPX7nEwiYR-lqGyujNW5RPvRzsQ7h10PIIxFr_MA78Cy3O0hkoAX489Cv_hDGAU/s320/Captura+de+pantalla+2021-05-23+a+las+22.57.45.png" /></a></td></tr><tr><td class="tr-caption" style="text-align: center;"><b><a href="https://drive.google.com/file/d/1PNJ1VI2NAmRPLkDSSpASPSlQLY7oXNY1/view?usp=sharing">Ejercicios de formalización sintáctica.Imprimirpdf</a></b></td></tr></tbody></table><br />Manuel Muñozhttp://www.blogger.com/profile/06202699952847922378noreply@blogger.com0tag:blogger.com,1999:blog-118883149203114658.post-17123599796095759962021-04-22T05:24:00.016-07:002021-12-01T11:47:16.918-08:00Multiplicar número decimal con plantilla <div style="text-align: left;">Vamos a utilizar la plantilla y el dinero para calcular problemas con núneros decimales.</div><div style="text-align: left;"> El dinero es básico para la comprensión de la expresión numérica de un decimal.</div><div style="text-align: left;">También está la opción de realizar sumas o restas.<br /><table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto;"><tbody><tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh_01I2vQOxdMa5EBCvyn5UHlcIe8Cgce5CIGlPEpLN3InoboWuQmse-O9Lgj_qrINcPHROz_71xspFhvgDxSZqaNvYlxaua6uTyU8cnyYVTy9nzbnYfCXZagETGyDJMnwGBfrNsldz3sM/s757/Captura+de+pantalla+2021-04-20+a+las+17.57.00.png" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="707" data-original-width="757" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh_01I2vQOxdMa5EBCvyn5UHlcIe8Cgce5CIGlPEpLN3InoboWuQmse-O9Lgj_qrINcPHROz_71xspFhvgDxSZqaNvYlxaua6uTyU8cnyYVTy9nzbnYfCXZagETGyDJMnwGBfrNsldz3sM/s320/Captura+de+pantalla+2021-04-20+a+las+17.57.00.png" width="320" /></a></td></tr><tr><td class="tr-caption" style="text-align: center;"><span style="color: #cc0000;"><b><a href="https://drive.google.com/file/d/1oqunXU_Ro_UG39MO3r9kPhiSm7pLx04h/view?usp=sharing">Actividades_decimales_con_plantilla.Imprimiblepdf</a></b></span></td></tr></tbody></table> </div><div style="text-align: left;"><b> <br /></b></div><div style="text-align: left;"><b> <table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto;"><tbody><tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgi42V2ljUvOvrw69jgxpQe2R1YmFd8F2ZDwsFh6qTPBmikMikbBVW4oNjyzBD4fNW-sktIN5BZ1uOME8EdMsI-kAAr4b70pQKKBG2Mc76siBzVn-y8FuqmJJUuhNHP4D-OKxb3_fvviXY/s602/Captura+de+pantalla+2021-04-22+a+las+21.31.21.png" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="602" data-original-width="426" height="375" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgi42V2ljUvOvrw69jgxpQe2R1YmFd8F2ZDwsFh6qTPBmikMikbBVW4oNjyzBD4fNW-sktIN5BZ1uOME8EdMsI-kAAr4b70pQKKBG2Mc76siBzVn-y8FuqmJJUuhNHP4D-OKxb3_fvviXY/w265-h375/Captura+de+pantalla+2021-04-22+a+las+21.31.21.png" width="265" /></a></td></tr><tr><td class="tr-caption" style="text-align: center;"><b> Modelo de problema resuelto</b></td></tr></tbody></table>Problemas empleando las plantillas.<br /> </b><br /></div><table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto;"><tbody><tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEinzdAXrlHYWb_WdFs8a7r-VVAKc2bx7HB1MtrTv_svwfjX9x6ugWMN8iYyxxeCDoMw4pX5E-r3Vhae-c6BMDkPMY6uqtNEB9VAUJ-wCS-j25YHigM7m5FZsLbi3ievSi3lBR_R9Q2f38s/s754/Captura+de+pantalla+2021-05-04+a+las+11.54.46.png" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="754" data-original-width="537" height="274" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEinzdAXrlHYWb_WdFs8a7r-VVAKc2bx7HB1MtrTv_svwfjX9x6ugWMN8iYyxxeCDoMw4pX5E-r3Vhae-c6BMDkPMY6uqtNEB9VAUJ-wCS-j25YHigM7m5FZsLbi3ievSi3lBR_R9Q2f38s/w195-h274/Captura+de+pantalla+2021-05-04+a+las+11.54.46.png" width="195" /></a></td></tr><tr><td class="tr-caption" style="text-align: center;"><b><a href="https://drive.google.com/file/d/1pOnCCZ5GaBEFFJE2Z5JkYJEl1i-h8J0K/view?usp=sharing">Problemas.Imprimirpdf</a></b></td></tr></tbody></table><br /><div style="text-align: left;"> </div><div style="text-align: left;"> </div><div style="text-align: left;">También se puede descargar las</div><div style="text-align: left;"><b><table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto;"><tbody><tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhzQ5oM4B5u5jlpRio-niUyFKuKkKITxaxrDDUwn_RUBMNDNS4si-cIHvboQ1kqMvHLAxWT8wuuDL7ueYn2ZtfC_pegEy9C37QSr3dWZh0hv7WHVSyfAvsFAVdxEEVoTL85N3VieS9NGms/s688/Captura+de+pantalla+2021-04-22+a+las+14.37.48.png" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="688" data-original-width="622" height="209" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhzQ5oM4B5u5jlpRio-niUyFKuKkKITxaxrDDUwn_RUBMNDNS4si-cIHvboQ1kqMvHLAxWT8wuuDL7ueYn2ZtfC_pegEy9C37QSr3dWZh0hv7WHVSyfAvsFAVdxEEVoTL85N3VieS9NGms/w189-h209/Captura+de+pantalla+2021-04-22+a+las+14.37.48.png" width="189" /></a></td></tr><tr><td class="tr-caption" style="text-align: center;"><b><a href="https://drive.google.com/file/d/1eNc761pLfrW_v7WPsIUyczedjYjTOuDt/view?usp=sharing"> plantillas</a>.</b></td></tr></tbody></table></b></div><div style="text-align: left;"></div><div style="text-align: left;"></div><div style="text-align: left;"></div><div style="text-align: left;"></div><table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto;"><tbody><tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiMlA9xWKCjiLUkwkU2YjttGKB5GYyMbla1GmbyiOtkreAsUum7mdHz_tklDkloHLwXUTTI4hFcpueSfmxuXxVX76NNMwrCvKOTaTXkfcEvhXBvQoPnwquVAFOAfir2h7rZ-pLVW_krNHI/s423/Captura+de+pantalla+2021-05-10+a+las+12.13.54.png" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="421" data-original-width="423" height="196" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiMlA9xWKCjiLUkwkU2YjttGKB5GYyMbla1GmbyiOtkreAsUum7mdHz_tklDkloHLwXUTTI4hFcpueSfmxuXxVX76NNMwrCvKOTaTXkfcEvhXBvQoPnwquVAFOAfir2h7rZ-pLVW_krNHI/w197-h196/Captura+de+pantalla+2021-05-10+a+las+12.13.54.png" width="197" /></a></td></tr><tr><td class="tr-caption" style="text-align: center;"><b><a href="https://drive.google.com/file/d/1PpEGY1AM4HWElBluPrj9P6yL9Vubd3Gj/view?usp=sharing">plantillas12/15/20.Imprimirpdf</a></b></td></tr></tbody></table><br /><div style="text-align: left;"><br /> Video con la experiencia<b> :<br /></b></div><div class="separator" style="clear: both; text-align: center;"><iframe allowfullscreen="" class="BLOG_video_class" height="241" src="https://www.youtube.com/embed/IPCiDsdRoWQ" width="290" youtube-src-id="IPCiDsdRoWQ"></iframe></div><br /><div style="text-align: left;"><br /></div><p><br /></p><div class="separator" style="clear: both; text-align: center;"><iframe allowfullscreen="" class="BLOG_video_class" height="242" src="https://www.youtube.com/embed/hVk7kuHIFII" width="291" youtube-src-id="hVk7kuHIFII"></iframe></div><br /><br />
Manuel Muñozhttp://www.blogger.com/profile/06202699952847922378noreply@blogger.com0tag:blogger.com,1999:blog-118883149203114658.post-12608823135254895462021-03-02T04:32:00.004-08:002021-03-02T04:36:58.089-08:00Variables para desarrollar la expresión escrita y comprensión de texto.<div style="text-align: left;">Práctica con la estrategia de aplicar variables para desarrollar la expresión escrita y comprensión de texto. El alumnado tendrá la oportunidad a través de diferentes actividades de mojorar su expresión y comprensión del texto escrito.</div><div style="text-align: left;">Con la memorización de las variables las podrá utilizar como patrón y mejorarlo en la práctica.<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto;"><tbody><tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiJ2tGj_qS4GWsfWd_y68C-EN5uE881vt1dCW8ndlxpVZZEgJStFZFX-7e6VGu-5Elz4OInp3gpGRgqaSGJClR3ZKDaW_qbI5VazPvM3_qul2j9IYsuen71nJrK3aXt3AMLsg4znnQrsCA/s739/Captura+de+pantalla+2021-03-02+a+las+11.59.40.png" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="739" data-original-width="521" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiJ2tGj_qS4GWsfWd_y68C-EN5uE881vt1dCW8ndlxpVZZEgJStFZFX-7e6VGu-5Elz4OInp3gpGRgqaSGJClR3ZKDaW_qbI5VazPvM3_qul2j9IYsuen71nJrK3aXt3AMLsg4znnQrsCA/s320/Captura+de+pantalla+2021-03-02+a+las+11.59.40.png" /></a></td></tr><tr><td class="tr-caption" style="text-align: center;"><b><a href="https://drive.google.com/file/d/1HN1mkHxsenZ_ha_9wqDO-vyiQOVMR5e6/view?usp=sharing">Cuaderno de actividades.Imprimirpdf</a></b><br /></td></tr></tbody></table><br /><table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto;"><tbody><tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgTecpyNi7rS3u_BhlHs2B6rJq0gw9Hu1uyyj6gcJye49n8avhWJ_z7JM29JQWYAigZMX327_6v5yAfqbgRA7yLKhth-FdofMkAWrAouiJkzgWGXi5K6QiPKUpiZdz5_W-rvBxhnl6VGSI/s782/Captura+de+pantalla+2021-03-02+a+las+11.58.33.png" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="782" data-original-width="762" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgTecpyNi7rS3u_BhlHs2B6rJq0gw9Hu1uyyj6gcJye49n8avhWJ_z7JM29JQWYAigZMX327_6v5yAfqbgRA7yLKhth-FdofMkAWrAouiJkzgWGXi5K6QiPKUpiZdz5_W-rvBxhnl6VGSI/s320/Captura+de+pantalla+2021-03-02+a+las+11.58.33.png" /></a></td></tr><tr><td class="tr-caption" style="text-align: center;"><a href="https://drive.google.com/file/d/1HN1mkHxsenZ_ha_9wqDO-vyiQOVMR5e6/view?usp=sharing">Variables aplicar y memorizar.</a><br /></td></tr></tbody></table><br /><br /> <br /><table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto;"><tbody><tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh1TCVyUSy1Y_HJ_TUKtp6C6-0rjRrBw4HrzNyIA6GNfiXQ69Ge2syYm7jAoomSjsNFwrqgFIrwEsq3rjukzh-ZvwAUjwazuHhtoFHeTOwBG6RQdZnMcDK0qZ9lfOh3lDMcCoxBamLgTdI/s568/Captura+de+pantalla+2021-03-02+a+las+11.57.50.png" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="248" data-original-width="568" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh1TCVyUSy1Y_HJ_TUKtp6C6-0rjRrBw4HrzNyIA6GNfiXQ69Ge2syYm7jAoomSjsNFwrqgFIrwEsq3rjukzh-ZvwAUjwazuHhtoFHeTOwBG6RQdZnMcDK0qZ9lfOh3lDMcCoxBamLgTdI/s320/Captura+de+pantalla+2021-03-02+a+las+11.57.50.png" width="320" /></a></td></tr><tr><td class="tr-caption" style="text-align: center;">Objetivos posibles<br /></td></tr></tbody></table></div>Manuel Muñozhttp://www.blogger.com/profile/06202699952847922378noreply@blogger.com0tag:blogger.com,1999:blog-118883149203114658.post-34786442505062358762021-01-19T09:14:00.034-08:002022-12-02T14:05:29.757-08:00Fracciones circulares en PLANTILLAS para resolver PROBLEMAS.Concepto de fracción, fracción de un entero...<div style="text-align: left;">PLANTILLAS que representan diferentes fracciones( partes iguales de una cantidad) circulares para mejorar la comprensión del alumnado sobre diversos contenidos curriculares.</div><div style="text-align: left;">Puede ayudar a comprender y resolver diferentes operaciones de los PROBLEMAS SOBRE FRACCIONES, de forma comprensiva.</div><div style="text-align: left;">Material para fotocopiar y plastificar (opcional y recomendable).</div><div style="text-align: left;">Se pueden <a href="https://drive.google.com/file/d/1EPNJoIDZqZNdo6c4IwHnLuyi1Dp9CIAD/view?usp=sharing"><span style="color: #6aa84f;"><b>descargar las fracciones para recortarlas</b></span></a> y utilizarlas sobre las plantillas.<br /></div><div style="text-align: left;"><span style="color: #351c75;"><span><b>Planteamientos curriculares que cubren el aprendizaje de los contenidos de Educación Primaria</b></span>.</span></div><div style="text-align: left;"><span style="color: red;"><b>1.-Representación de una fracción.</b></span></div><div style="text-align: left;"><span style="color: red;"><b>2.-Cálculo de una división o multiplicación .</b></span></div><div style="text-align: left;"><span style="color: red;"><b>3.-Fracción de una cantidad. </b></span></div><div style="text-align: left;"><span style="color: red;"><b>4.-Fracciones equivalentes.</b></span></div><div style="text-align: left;"><span style="color: red;"><b>5.-Comparación de fracciones (1/2 > 1/3).</b></span></div><div style="text-align: left;"><span style="color: red;"><b>6.-Suma y resta de fracciones.</b></span></div><div style="text-align: left;"><span style="color: red;"><b>7.-Entero y fracción (1+1/2=3/2) porque 1=2/2.</b></span></div><div style="text-align: left;"><span style="color: red;"><b>8.-Veces que se repite una fracción 3.1/3= 3/3</b></span><br /></div><div style="text-align: left;"><br /></div><div style="text-align: left;"><br /></div><div style="text-align: left;"> <b> <span style="color: #274e13;"> <span>Modelos didácticos posibles</span></span></b><br /> </div><div style="text-align: left;"><table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto;"><tbody><tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj9_PNEdK0Qg_C3cRioHTc6guDv38KIRtg6SXe8oXoYNCi_aZT7r4WzheUGlEFT4zvZLsCedzkD6AJjoTyvub_JG_lzvPtkK6DK-0DM4NrMuHUnRgJ8M-p-kv9K7D14eNQRHM0W4TlIU7o/" style="margin-left: auto; margin-right: auto;"><img alt="" data-original-height="342" data-original-width="737" height="148" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj9_PNEdK0Qg_C3cRioHTc6guDv38KIRtg6SXe8oXoYNCi_aZT7r4WzheUGlEFT4zvZLsCedzkD6AJjoTyvub_JG_lzvPtkK6DK-0DM4NrMuHUnRgJ8M-p-kv9K7D14eNQRHM0W4TlIU7o/" width="320" /></a></td></tr><tr><td class="tr-caption" style="text-align: center;">Rellenar las plantillas con las fracciones correspondientes<br /></td></tr></tbody></table><br /></div><table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto;"><tbody><tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjwluZrKXQGvScEQCxeK7JqALbx5wOJytKwliyCzxAW-KWNYy_g6yZaH64RjkAndar4hi50g3jTktuRvP5KUKTiHNXBiKZp6Prq1vY0ExyBqDFn526wmfMCuhgda2z17BY_TDOOTtTdplA/s2048/_20210120_145357.JPG" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="2048" data-original-width="1930" height="176" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjwluZrKXQGvScEQCxeK7JqALbx5wOJytKwliyCzxAW-KWNYy_g6yZaH64RjkAndar4hi50g3jTktuRvP5KUKTiHNXBiKZp6Prq1vY0ExyBqDFn526wmfMCuhgda2z17BY_TDOOTtTdplA/w166-h176/_20210120_145357.JPG" width="166" /></a></td></tr><tr><td class="tr-caption" style="text-align: center;">Suma o resta de fracciones. De 4/4 amarillos le quito 2/4 amarillos (4/4 - 2/4 = 2/4).</td><td class="tr-caption" style="text-align: center;"> <br /></td><td class="tr-caption" style="text-align: center;"> </td><td class="tr-caption" style="text-align: center;"> </td><td class="tr-caption" style="text-align: center;"> </td><td class="tr-caption" style="text-align: center;"> </td><td class="tr-caption" style="text-align: center;"> </td><td class="tr-caption" style="text-align: center;"> </td><td class="tr-caption" style="text-align: center;"> </td><td class="tr-caption" style="text-align: center;"> </td><td class="tr-caption" style="text-align: center;"> </td><td class="tr-caption" style="text-align: center;"> </td><td class="tr-caption" style="text-align: center;"> </td><td class="tr-caption" style="text-align: center;"> </td><td class="tr-caption" style="text-align: center;"> </td><td class="tr-caption" style="text-align: center;"> </td><td class="tr-caption" style="text-align: center;"> </td><td class="tr-caption" style="text-align: center;"> </td><td class="tr-caption" style="text-align: center;"> </td><td class="tr-caption" style="text-align: center;"> </td><td class="tr-caption" style="text-align: center;"> </td><td class="tr-caption" style="text-align: center;"> </td><td class="tr-caption" style="text-align: center;"> </td><td class="tr-caption" style="text-align: center;"> </td><td class="tr-caption" style="text-align: center;"> </td><td class="tr-caption" style="text-align: center;"> </td><td class="tr-caption" style="text-align: center;"> </td><td class="tr-caption" style="text-align: center;"> </td><td class="tr-caption" style="text-align: center;"> </td><td class="tr-caption" style="text-align: center;"> </td><td class="tr-caption" style="text-align: center;"><br /></td></tr></tbody></table> Para sumar 1/4 amarillo con 1/4 amarillo (1/4 + 1/4 = 2/4) <div style="text-align: left;"><br /></div><div style="text-align: left;"><table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto;"><tbody><tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjbYZuLyeMLQIZC4_xuuxUUpjvRfQoPUEUr9nj4zpYT3eDo5Qix0No4Ov6KuGhqESmchBInqQ97wAmNsFOrVPlJJIbqnfKIQNLhtl0IWRBFWcgnhTSYjG4RxASUjXJCPLvu5HNHV55XPqw/s2048/IMG_20210120_115153_508.jpg" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="1536" data-original-width="2048" height="139" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjbYZuLyeMLQIZC4_xuuxUUpjvRfQoPUEUr9nj4zpYT3eDo5Qix0No4Ov6KuGhqESmchBInqQ97wAmNsFOrVPlJJIbqnfKIQNLhtl0IWRBFWcgnhTSYjG4RxASUjXJCPLvu5HNHV55XPqw/w185-h139/IMG_20210120_115153_508.jpg" width="185" /></a></td></tr><tr><td class="tr-caption" style="text-align: center;">Representación de una fracción.Expresar de forma oral y escrita el valor de la parte naranja.<br /></td></tr></tbody></table><br /></div><div style="text-align: left;"><table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto;"><tbody><tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg1_8YatyFDLH4UFUztHNti5kfvIBGTMcVVm4oQAjA5cH_mUnE01SYOan6B8DSgXlPHGXW7Tp9aHCJmo4mfISzBRhHdjrOXfZL0zaWMOywGLH4ST8fWAHvZy72hkjBEN09LX4palLNzGio/s2048/IMG_20210120_115348_458.jpg" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="2048" data-original-width="1536" height="171" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg1_8YatyFDLH4UFUztHNti5kfvIBGTMcVVm4oQAjA5cH_mUnE01SYOan6B8DSgXlPHGXW7Tp9aHCJmo4mfISzBRhHdjrOXfZL0zaWMOywGLH4ST8fWAHvZy72hkjBEN09LX4palLNzGio/w128-h171/IMG_20210120_115348_458.jpg" width="128" /></a></td></tr><tr><td class="tr-caption" style="text-align: center;">Empleo de la plantilla para multiplicar.Ej: 4x4=16cubitos<br /></td></tr></tbody></table></div><table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto;"><tbody><tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhcnTOtSqEUFKS63NbfkeE6SCNZsFL6Gm9TuykmFb8IzngYeL6Rqhb3Kyxy9cmVjn6H1tOP7WB9INCdd9535SPKkRzpdbIjpEpKixeKrClr0aXLhbDZWBiwt_HEBcAs3ysbFpP7Sa57Ysk/s757/Captura+de+pantalla+2021-04-20+a+las+17.57.00.png" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="707" data-original-width="757" height="251" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhcnTOtSqEUFKS63NbfkeE6SCNZsFL6Gm9TuykmFb8IzngYeL6Rqhb3Kyxy9cmVjn6H1tOP7WB9INCdd9535SPKkRzpdbIjpEpKixeKrClr0aXLhbDZWBiwt_HEBcAs3ysbFpP7Sa57Ysk/w269-h251/Captura+de+pantalla+2021-04-20+a+las+17.57.00.png" width="269" /></a></td></tr><tr><td class="tr-caption" style="text-align: center;"><b><a href="https://drive.google.com/file/d/1oqunXU_Ro_UG39MO3r9kPhiSm7pLx04h/view?usp=sharing">Multiplicar con dinero.Imprimirpdf</a></b></td></tr></tbody></table><br /><div style="text-align: left;"><br /></div><div style="text-align: left;"><br /></div><div style="text-align: left;"><br /></div><table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto;"><tbody><tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjQOMS6OlVIqRGJMtTBglDiUj2iQ-qGFYhI5VRvaKHce1fQrM4H4HmTE36RlAaAAdk1dRlIabHXYpaq8gAYFnRG-yHh865spSz5vwQc6x3KzMeY4ll1Nm8a8LEmNB7SNkd3Tp07kG85X9s/s2048/_20210120_144406.JPG" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="1707" data-original-width="2048" height="199" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjQOMS6OlVIqRGJMtTBglDiUj2iQ-qGFYhI5VRvaKHce1fQrM4H4HmTE36RlAaAAdk1dRlIabHXYpaq8gAYFnRG-yHh865spSz5vwQc6x3KzMeY4ll1Nm8a8LEmNB7SNkd3Tp07kG85X9s/w239-h199/_20210120_144406.JPG" width="239" /></a></td></tr><tr><td class="tr-caption" style="text-align: center;">Empleo de la plantilla para dividir. Los 21 coches de juguete se meten en 9 cocheras con la misma cantidad de coches en cada una. 21:9 =2 y 3 sin cochera.<br /></td></tr></tbody></table><div style="text-align: left;"> </div><div style="text-align: left;"><br /></div><div style="text-align: left;"><table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto;"><tbody><tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiMHjamHop4Fs65yLFYnXhzvePEfNbc4IAcOIgt5rf-B2gecKxNjEuDiXEYKAvC4fi3sYPCrnJZKEbRiQqMXUnt6AtKG5iQYf3qX_fLdsNTc1VEdDKJd8bp02sRkCFWEegtycdRi8xUCBI/s2048/_20210120_141539.JPG" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="2048" data-original-width="1910" height="222" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiMHjamHop4Fs65yLFYnXhzvePEfNbc4IAcOIgt5rf-B2gecKxNjEuDiXEYKAvC4fi3sYPCrnJZKEbRiQqMXUnt6AtKG5iQYf3qX_fLdsNTc1VEdDKJd8bp02sRkCFWEegtycdRi8xUCBI/w206-h222/_20210120_141539.JPG" width="206" /></a></td></tr><tr><td class="tr-caption" style="text-align: center;">De los 18 caramelos que tengo, 2/6 son de fresa. Tengo que elegir la plantilla de sextos. Reparto en la plantilla los 18 caramelos y pongo 3 en cada parte. Cuento los que corresponden a 2/6 que son 6 caramelos de fresa. Así comprendo facilmente que 2/6 de 18 son 6.<br /></td></tr></tbody></table><span style="color: #351c75;"> </span></div><div style="text-align: left;"><span style="color: #351c75;"> <br /></span></div><div style="text-align: left;"><span style="color: #351c75;"><u> PROBLEMA RESUELTO:</u></span><br /></div><div style="text-align: left;">Me encuentro con este problema complicado que no entiendo bien. </div><div style="text-align: left;"><b>Antonia ha gastado 2/5 del dinero que tenía ahorrado en comprarse un libro que le gustaba y después de comprarlo todavía le quedan 45€. ¿Cuánto le ha costado el libro?</b></div><div style="text-align: left;"><b><table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto;"><tbody><tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjS4IkI1cNejlG47yXCplji78hXNrWz5DL9g6FfvNVfRFjcKN7XP3QSZDVrtSzvnb63_-zjLK1tLvZ6q0nCgTOxz5_AG6p6oZBo0Q6wgCqNdGwGjSB-j6G1CbFPnVFmdRAPRwbw53NK2K0/s2048/_20210124_150748.JPG" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="2048" data-original-width="1996" height="174" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjS4IkI1cNejlG47yXCplji78hXNrWz5DL9g6FfvNVfRFjcKN7XP3QSZDVrtSzvnb63_-zjLK1tLvZ6q0nCgTOxz5_AG6p6oZBo0Q6wgCqNdGwGjSB-j6G1CbFPnVFmdRAPRwbw53NK2K0/w170-h174/_20210124_150748.JPG" width="170" /></a></td></tr><tr><td class="tr-caption" style="text-align: center;">Cojo la plantilla de los quintos y señalo 2/5 que me cuesta el libro.<br /></td></tr></tbody></table><br /><table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto;"><tbody><tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgnMlDE2bFx-ZDtsiwrjxo45ECRmpopoH2knYE4TKQUW-nkM_CMPZjE71h76tqmamHTUVewmqlpECsSPreb171q3G6QYzkiL45WW5VKFKBA4D48EHeSkjZRwtcaVCzKcLy0ZkjL_kP0C2c/s2048/_20210124_150917.JPG" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="2048" data-original-width="1962" height="173" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgnMlDE2bFx-ZDtsiwrjxo45ECRmpopoH2knYE4TKQUW-nkM_CMPZjE71h76tqmamHTUVewmqlpECsSPreb171q3G6QYzkiL45WW5VKFKBA4D48EHeSkjZRwtcaVCzKcLy0ZkjL_kP0C2c/w166-h173/_20210124_150917.JPG" width="166" /></a></td></tr><tr><td class="tr-caption" style="text-align: center;">Después de comprar el libro me sobran 45€, que <u>los pongo</u> en los otros 3/5.<br /></td></tr></tbody></table><br /></b><table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto;"><tbody><tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh50QTjZz5KIa4uZW7vssJPsoQ5hgKWggt9JdMK4CVN8Z0LT1dPZ9TtHMeb3eydtbZLZaVRLZyAT4jE_6k7g5089meoYj5klp1tXHIlUK29a9WVUYwfRSggdGscs5gXaNyEUpH_sKSepZs/s2048/_20210124_151125.JPG" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="2048" data-original-width="1991" height="155" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh50QTjZz5KIa4uZW7vssJPsoQ5hgKWggt9JdMK4CVN8Z0LT1dPZ9TtHMeb3eydtbZLZaVRLZyAT4jE_6k7g5089meoYj5klp1tXHIlUK29a9WVUYwfRSggdGscs5gXaNyEUpH_sKSepZs/w150-h155/_20210124_151125.JPG" width="150" /></a></td></tr><tr><td class="tr-caption" style="text-align: center;">Si reparto los 45 entre los 3, tocan a 15€ cada quinto. Así que ya puedo calcular que <u>2/5 son 30€</u> (1/5+1/5= 30). Y el dinero que tenía ahorrado era 75€.</td><td class="tr-caption" style="text-align: center;"><br /></td><td class="tr-caption" style="text-align: center;"><br /></td></tr></tbody></table> </div><div style="text-align: left;"><table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto;"><tbody><tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjaWyJjvnIBdYJc7hRNt4tg-kxWhyphenhypheniambrFkwgZAC7YKiZ7U0H69XXxN7Ms4OVlrTpMwKYNK0W-LTbiwKxDamm0A7oQ3t0mGrb1Fuq5G6PnajBO2utJF7na9-YV4KxzmHy_jpRMYNlzeOM/s884/i12.png" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="595" data-original-width="884" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjaWyJjvnIBdYJc7hRNt4tg-kxWhyphenhypheniambrFkwgZAC7YKiZ7U0H69XXxN7Ms4OVlrTpMwKYNK0W-LTbiwKxDamm0A7oQ3t0mGrb1Fuq5G6PnajBO2utJF7na9-YV4KxzmHy_jpRMYNlzeOM/s320/i12.png" width="320" /></a></td></tr><tr><td class="tr-caption" style="text-align: center;">Cuatro amigas comen 1/3 cada una de tarta.¿Cuánto han consumido entre las cuatro amigas?</td><td class="tr-caption" style="text-align: center;"> </td></tr></tbody></table>Expresamos con lenguaje matemático de diferentes formas. 1/3+1/3+1/3+1/3= 4/3 ó 4x1/3=4/3 ó 1+1/3=4/3</div><div style="text-align: left;"><br /><b><a href="https://drive.google.com/file/d/1ROLVGkfs4HLZgY6vsO5X7dPp6cPKBfai/view?usp=sharing"> PROBLEMAS PARA RESOLVER</a>.</b>Imprimir pdf</div><div style="text-align: left;"><div class="separator" style="clear: both; text-align: center;"></div><div class="separator" style="clear: both; text-align: center;"></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhK_irLSTMZGfFIZ-Z6Wtr1VpScXVjSW3Sk9Ol-6yY3piy025d0GN68gQFbxb_z0E2LxldWmJe2cu6Q70FFTrXGAp-AAKN1_qiaHXAMF7kxoCicmwjKM_c_Wr2fIo1BaaSPT2d00zREQjQ/s777/Captura+de+pantalla+2021-04-09+a+las+12.29.53.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="510" data-original-width="777" height="202" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhK_irLSTMZGfFIZ-Z6Wtr1VpScXVjSW3Sk9Ol-6yY3piy025d0GN68gQFbxb_z0E2LxldWmJe2cu6Q70FFTrXGAp-AAKN1_qiaHXAMF7kxoCicmwjKM_c_Wr2fIo1BaaSPT2d00zREQjQ/w308-h202/Captura+de+pantalla+2021-04-09+a+las+12.29.53.png" width="308" /></a></div></div><div style="text-align: left;"></div><div style="text-align: left;"></div><div style="text-align: left;"></div><div style="text-align: left;"></div><div style="text-align: left;"></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhYxZuYBKjtg4FGBtlTQNLRiDAnMF63mRUbZ_AHZOD_SolVociKzYQviVYO0Cz2xjPGZoEQwIvaKqXSUC68JqpkKrepk6RurbRkqm4bLe3IfriZyQ_sg0UPZJQDVaXH1dE3Mr6OwD-bPb4/s786/Captura+de+pantalla+2021-04-09+a+las+12.27.12.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="675" data-original-width="786" height="227" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhYxZuYBKjtg4FGBtlTQNLRiDAnMF63mRUbZ_AHZOD_SolVociKzYQviVYO0Cz2xjPGZoEQwIvaKqXSUC68JqpkKrepk6RurbRkqm4bLe3IfriZyQ_sg0UPZJQDVaXH1dE3Mr6OwD-bPb4/w264-h227/Captura+de+pantalla+2021-04-09+a+las+12.27.12.png" width="264" /></a></div><br /><div style="text-align: left;">Comprensión de fracción equivalente.<br /><table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto;"><tbody><tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEipSsGCYt1gD94cb2LjM_qwQm9rKvKITkhvmdm5U-SQoMN5xfwt0m93d8LF8_LG79NGz5PA6R6LNyPsu81htBDntqSbOVu0Ds56nN5aG8l3LPFGCq9R5UqIcYFU5mO8N_c_mJPm8bdV52w/s960/Dibujo+sin+ti%25CC%2581tulo.jpg" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="720" data-original-width="960" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEipSsGCYt1gD94cb2LjM_qwQm9rKvKITkhvmdm5U-SQoMN5xfwt0m93d8LF8_LG79NGz5PA6R6LNyPsu81htBDntqSbOVu0Ds56nN5aG8l3LPFGCq9R5UqIcYFU5mO8N_c_mJPm8bdV52w/s320/Dibujo+sin+ti%25CC%2581tulo.jpg" width="320" /></a></td></tr><tr><td class="tr-caption" style="text-align: center;">Fracciones equivalentes<br /></td></tr></tbody></table><br /></div><br /><div style="text-align: left;">Tienes la posibilidad de imprimir las <a href="https://drive.google.com/file/d/1tNvMFhgCWodqk1icUgYEfpRR7qxxKCps/view?usp=sharing">plantillas en blanco</a>.<br /></div><table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto;"><tbody><tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiytGQ363Z9d3oSdJk_6ABrWuVM2N0nNOxBmnllKcGV8G5S1iNEOCBxz_oQstm1dkSWNhDRBKkCt-2ZMhyphenhyphenpmi1ur_ArrWAndyWdlSQ0YJAP0CDhHeefUvFr16VsN5r4jbMmTAT6KRU3-9Y/s693/Captura+de+pantalla+2021-01-19+a+las+17.35.56.png" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="692" data-original-width="693" height="159" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiytGQ363Z9d3oSdJk_6ABrWuVM2N0nNOxBmnllKcGV8G5S1iNEOCBxz_oQstm1dkSWNhDRBKkCt-2ZMhyphenhyphenpmi1ur_ArrWAndyWdlSQ0YJAP0CDhHeefUvFr16VsN5r4jbMmTAT6KRU3-9Y/w159-h159/Captura+de+pantalla+2021-01-19+a+las+17.35.56.png" width="159" /></a></td></tr><tr><td class="tr-caption" style="text-align: center;"><b><a href="https://drive.google.com/file/d/1eNc761pLfrW_v7WPsIUyczedjYjTOuDt/view?usp=sharing">Plantillasfraccblancfotocop.Imprimirpdf</a></b></td><td class="tr-caption" style="text-align: center;"><b> </b></td><td class="tr-caption" style="text-align: center;"><b> </b><br /></td></tr></tbody></table><table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto;"><tbody><tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh6pzP2vQ8YvLcyPoutf3VIF_gKzDzT86cgVfPUO3Y8ZQq1wUGObTwqbgCLHMc7rCrz13piv0gLfIrto1eHJpJyGs9FBlz5j0IbZip9rnoOPidXLzi-xkv2iry8o8aqa6UU74JXu76TA4XgB3gm6z6BrokPKXjdEifq1v3b35yZDbfsgWUzXi0UL_Er/s1361/Captura%20de%20pantalla%202022-12-02%20a%20las%2014.33.40.png" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="810" data-original-width="1361" height="190" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh6pzP2vQ8YvLcyPoutf3VIF_gKzDzT86cgVfPUO3Y8ZQq1wUGObTwqbgCLHMc7rCrz13piv0gLfIrto1eHJpJyGs9FBlz5j0IbZip9rnoOPidXLzi-xkv2iry8o8aqa6UU74JXu76TA4XgB3gm6z6BrokPKXjdEifq1v3b35yZDbfsgWUzXi0UL_Er/s320/Captura%20de%20pantalla%202022-12-02%20a%20las%2014.33.40.png" width="320" /></a></td></tr><tr><td class="tr-caption" style="text-align: center;"><br /><b><a href="https://drive.google.com/file/d/1M30YLBSYMHLlOm6iF1IjQJQc9CKst-MC/view?usp=share_link">Problema_naranjada.Presentación</a></b></td></tr></tbody></table><br />Manuel Muñozhttp://www.blogger.com/profile/06202699952847922378noreply@blogger.com1tag:blogger.com,1999:blog-118883149203114658.post-24953478845663646662020-11-18T04:40:00.023-08:002022-12-03T02:58:19.776-08:00Fracción, número decimal y tanto por ciento.<div style="text-align: left;"> Cuadernos para realizar las actividades de forma escrita.Nos ayudamos de material manipulativo para la comprensión de los conceptos que nos ocupan. </div><div style="text-align: left;">La fracción es la representación de una cantidad que no es completa y puede expresarse en forma de número decimal equivalente.</div><div style="text-align: left;">Aprovecho para manifestar que dentro de un enfoque de matemáticas
actual, hay que retomar la experiencia del contacto con los materiales,
para conseguir un aprendizaje eficaz y significativo.<br />
La matemática es una ciencia empírica y precisa de una experiencia
amplia del alumno para adquirir el conocimiento. Hay que posibilitar
situaciones, en las que puedan participar nuestros <a href="http://www.rtve.es/television/20111209/inteligencias-multiples-educacion-personalizada/480968.shtml" target="_blank"><b><span style="color: #38761d;">diversos tipos de inteligencia</span></b></a>,
para conocer mejor. Nuestra inteligencia lógica, visual, corporal,
lingüística, podrían favorecer el aprendizaje de las
matemáticas.Pongamos los medios, para que esto se realice. <br /></div><div style="text-align: left;"><span style="color: #274e13;"><u>Cuadernos para resolver actividades escritas </u></span></div><div style="text-align: left;"><span style="color: #274e13;"><u>Emplea materiales como regletas, policubos,hoja cuadriculada 1x1cm, fracciones circulares,fracciones, dinero didáctico... </u></span><br /></div><div style="text-align: left;"><span style="color: #800180;"><b><a href="https://drive.google.com/file/d/1JhdTefqBPCugOUrjaIGAZo6YGKJA-3Gp/view?usp=sharing">Problemasdecimales</a></b></span></div><div style="text-align: left;"><b> <a href="https://drive.google.com/file/d/1MrFRZMHrFLcyfH-eifv_x4WUv2oRtGad/view?usp=sharing">Problemasfracciones</a></b></div><div style="text-align: left;"><b><span style="color: #2b00fe;"><a href="https://drive.google.com/file/d/0B8d0G6eTgRMSaE9JcVp3WXpDME0/view?usp=sharing">Problemasdecimales</a></span> </b></div><div style="text-align: left;"><b><a href="https://drive.google.com/file/d/0B8d0G6eTgRMSSzBiQ0l4YUtjTW8/view?usp=sharing">Décimacentésima...</a> </b></div><div style="text-align: left;"><b><span style="color: #bf9000;"><a href="https://drive.google.com/file/d/1HmxS4g18K0La33BaVsGrY_kcJIuNshMK/view?usp=sharing"></a></span></b><div class="separator" style="clear: both; text-align: center;"><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgMkrGkAwGIlc8N0xVlmGCzXHRNlQmO9LcfgdyPbIIQWVohhAEsx1LkAuRB7j3BXTtW9hsXD43_LY1yZkZJmr9kaEvXuxwH3UwubCkTUeHBhylGTWOtZsjNXcWnb8fR38mPlfbRMVwf4gA/s831/Captura+de+pantalla+2020-11-18+a+las+13.31.55.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="831" data-original-width="604" height="176" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgMkrGkAwGIlc8N0xVlmGCzXHRNlQmO9LcfgdyPbIIQWVohhAEsx1LkAuRB7j3BXTtW9hsXD43_LY1yZkZJmr9kaEvXuxwH3UwubCkTUeHBhylGTWOtZsjNXcWnb8fR38mPlfbRMVwf4gA/w128-h176/Captura+de+pantalla+2020-11-18+a+las+13.31.55.png" width="128" /></a><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgsgc29dDCIYB36AivuxCubk6xINGatUHg_pDvFeLaInOhtCdVqGBso8zv4HZr2CAE3yjztwuTP7z170Dfl-Hw9mxggfjpQQI_WIZc9a2eAzmDK-PxA2bIAkfCcFnllTfrsvFXscdghwLc/s761/Captura+de+pantalla+2020-11-18+a+las+13.33.17.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="761" data-original-width="607" height="156" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgsgc29dDCIYB36AivuxCubk6xINGatUHg_pDvFeLaInOhtCdVqGBso8zv4HZr2CAE3yjztwuTP7z170Dfl-Hw9mxggfjpQQI_WIZc9a2eAzmDK-PxA2bIAkfCcFnllTfrsvFXscdghwLc/w124-h156/Captura+de+pantalla+2020-11-18+a+las+13.33.17.png" width="124" /></a></div></div></div><div style="text-align: left;"><b><span style="color: #bf9000;"><a href="https://drive.google.com/file/d/0B8d0G6eTgRMSTHZhdW9pVXRzM2c/view?usp=sharing">Conceptofracción</a></span></b></div><div style="text-align: left;"><b><span style="color: #bf9000;"><a href="https://drive.google.com/file/d/0B8d0G6eTgRMSLVhwOFBsS1hrNnM/view?usp=sharing">Fracciógráficaequivalencia</a> <br /><br /></span></b></div><div style="text-align: left;"><b><span style="color: #bf9000;"><a href="https://drive.google.com/file/d/0B8d0G6eTgRMSX0ExSFc4VG1wYWM/view?usp=sharing">Tablaequivalencia</a> </span></b></div><div style="text-align: left;"><b><span style="color: #bf9000;"><a href="https://drive.google.com/file/d/1L7m7cs6TCR_vRoHI5O0ETgh_4GSmeYOs/view?usp=sharing">Sumadecimales</a></span></b></div><div style="text-align: left;"><b><span style="color: #bf9000;"><a href="https://drive.google.com/file/d/0B8d0G6eTgRMSeFZzV01sb0w2XzA/view?usp=sharing">Mitadterciocuarto.</a> </span></b></div><div style="text-align: left;"><b><span style="color: #bf9000;"><a href="https://drive.google.com/file/d/1vi_pNbGG_HJtpO4zYZDiKT4Z-JZ-jIIu/view?usp=sharing">Equivalencias.Pdf</a></span></b></div><div style="text-align: left;"><b><span style="color: #bf9000;"><br /></span></b></div><div style="text-align: left;"><table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto;"><tbody><tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjcg-8DDAKH2nzBx8FZp-kbcyxFF8gfdi7DCmaMpFKjD6Btlo7A7OUvj7ktwkxeZMNDoeNakCED99vvBANoSE4VJVfXL32iVQz32Ubou_E5VSSn_cnh282nvwQtaLCvR_hJoNu3B7Xp6SA/s842/Captura+de+pantalla+2020-12-20+a+las+12.29.09.png" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="459" data-original-width="842" height="125" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjcg-8DDAKH2nzBx8FZp-kbcyxFF8gfdi7DCmaMpFKjD6Btlo7A7OUvj7ktwkxeZMNDoeNakCED99vvBANoSE4VJVfXL32iVQz32Ubou_E5VSSn_cnh282nvwQtaLCvR_hJoNu3B7Xp6SA/w230-h125/Captura+de+pantalla+2020-12-20+a+las+12.29.09.png" width="230" /></a></td></tr><tr><td class="tr-caption" style="text-align: center;"><b><a href="https://clic.xtec.cat/projects/decimal2/jclic.js/index.html">FraccionesdecimalesJclic.Interactiva</a></b></td></tr></tbody></table><br /><b><br /></b><b><span style="color: #bf9000;"> </span></b></div><div style="text-align: left;"><b><span style="color: #bf9000;">Actividades en clase desde infantil a sexto de primaria.</span></b><br /></div><div style="text-align: left;"><b><table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto;"><tbody><tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjj5vIknRXvAh8U8c5IBAi58xCwPw8mb2xDq53lIp4myy87Wjfcx9f5cSWcJIiJBhWPCy_46JfWD9JglqYB-cqQ2RWBhyphenhyphenFVRDj42jAnUKtAPzqKLNyXPRm29z_L8n05q6AjIWLqkJFhlKk/s2048/IMG_20190306_124638.jpg" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="1534" data-original-width="2048" height="152" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjj5vIknRXvAh8U8c5IBAi58xCwPw8mb2xDq53lIp4myy87Wjfcx9f5cSWcJIiJBhWPCy_46JfWD9JglqYB-cqQ2RWBhyphenhyphenFVRDj42jAnUKtAPzqKLNyXPRm29z_L8n05q6AjIWLqkJFhlKk/w203-h152/IMG_20190306_124638.jpg" width="203" /></a></td></tr><tr><td class="tr-caption" style="text-align: center;">Formando cuartos<br /></td></tr></tbody></table><br /><table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto;"><tbody><tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgBsjkC_3nv04gzK32JNBObjzHeioyRmrdNnwHwgQyyXquoPRBo80yNbP7eyzy2tCXQbaku67HmQaUof2nx5jhe-9Xx3aDT8ygikVdTOnz9E5h6b2sSGaz44bLgsXdkQKAsS_3ycyDVeNE/s2048/IMG_20190516_135334.jpg" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="2048" data-original-width="1534" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgBsjkC_3nv04gzK32JNBObjzHeioyRmrdNnwHwgQyyXquoPRBo80yNbP7eyzy2tCXQbaku67HmQaUof2nx5jhe-9Xx3aDT8ygikVdTOnz9E5h6b2sSGaz44bLgsXdkQKAsS_3ycyDVeNE/w465-h320/IMG_20190516_135334.jpg" width="465" /></a></td></tr><tr><td class="tr-caption" style="text-align: center;">Equivalencias 1/2=0'50=50%=180º...<br /></td></tr></tbody></table><br /><table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto;"><tbody><tr><td style="text-align: center;"></td><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhsHzSs-fYUA-1pWSESceCDBVEcxU-trCqbgcdPqsNCGy4a6jSBdAjOGJrDXdJZOsDRDzEycaM3qZ-Qru6ffyQ_Hjl-WxPgWO4gP_jY-qYezcQ0uJz8nVzg3N63dCzQf33WqlmwmPWcLh8/s1600/IMG_20200223_140129_951.jpg" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="1200" data-original-width="1600" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhsHzSs-fYUA-1pWSESceCDBVEcxU-trCqbgcdPqsNCGy4a6jSBdAjOGJrDXdJZOsDRDzEycaM3qZ-Qru6ffyQ_Hjl-WxPgWO4gP_jY-qYezcQ0uJz8nVzg3N63dCzQf33WqlmwmPWcLh8/s320/IMG_20200223_140129_951.jpg" width="320" /></a></td></tr><tr><td class="tr-caption" style="text-align: center;"> Dividir fracciones<br /></td></tr></tbody></table><br /><br /><span style="color: #bf9000;"><br /></span></b></div><div style="text-align: left;"><b><span style="color: #bf9000;"><br /></span></b></div><div style="text-align: left;"><b><span style="color: #bf9000;"><br /></span></b></div><div style="text-align: left;"><b><span style="color: #bf9000;"><br /></span></b></div><div style="text-align: left;"><b><span style="color: #bf9000;"><br /></span></b></div><div style="text-align: left;"><b><span style="color: #bf9000;"> </span></b><br /></div>Manuel Muñozhttp://www.blogger.com/profile/06202699952847922378noreply@blogger.com0tag:blogger.com,1999:blog-118883149203114658.post-41012524431174620462020-05-23T14:15:00.062-07:002023-06-19T03:22:05.581-07:00ACTIVIDADES INTERACTIVAS CURRÍCULO MATEMÁTICAS.Actividades para realizarlas de modo interactivo. Es otra forma de comprender mejor el currículo de matemáticas en Educación Primaria,con el empleo de herramientas como portátil, tableta, móvil o PDI. Trataremos de ofrecer actividades que traten todos los bloques, con diferentes niveles. <br />
Hay opciones de para imprimir.<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiWNdkyITrxAbJP1nDpLjbloKt3S7USbWPGkRoS388wSOCA12tZHjytu23PlE55xmuVMfvds9kXevuQgj4pfqrBQKTR5ZgYImY7-S_eFQ_1irNmxMWtlyovBQLn0EgYc7z-gUVrupAPkik/s1600/Captura+de+pantalla+2020-05-23+a+las+23.12.57.png" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" data-original-height="337" data-original-width="243" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiWNdkyITrxAbJP1nDpLjbloKt3S7USbWPGkRoS388wSOCA12tZHjytu23PlE55xmuVMfvds9kXevuQgj4pfqrBQKTR5ZgYImY7-S_eFQ_1irNmxMWtlyovBQLn0EgYc7z-gUVrupAPkik/s200/Captura+de+pantalla+2020-05-23+a+las+23.12.57.png" width="143" /></a><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh1gv2rqpggP7lFMuMneyTKFi13BvyFckdwSAnMJDEKr5Xydhu2tFCbCfiwDfRJm5rcWqnehewicqdV4aex89LqdHJ-pgcuLYotlnhNatm9ySj0gv5lUiMX6_iCk7GGjL-bsH2zhXVbQPw/s1600/Captura+de+pantalla+2020-05-23+a+las+23.12.31.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="172" data-original-width="243" height="141" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh1gv2rqpggP7lFMuMneyTKFi13BvyFckdwSAnMJDEKr5Xydhu2tFCbCfiwDfRJm5rcWqnehewicqdV4aex89LqdHJ-pgcuLYotlnhNatm9ySj0gv5lUiMX6_iCk7GGjL-bsH2zhXVbQPw/s200/Captura+de+pantalla+2020-05-23+a+las+23.12.31.png" width="200" /></a></div><p>
<u><b>MATEMÁTICAS</b></u></p><p><span style="color: #38761d;"><span><b>*MEDIDAS Y GRÁFICAS</b></span></span></p><div style="text-align: left;"><b><a href="https://app.genmagic.net/aplicaciones/mates/billetes-monedas">Billetes_monedas.Genmagic</a></b></div><p><b><a href="https://proyectodescartes.org/competencias/materiales_didacticos/4EP_CM_excursion-JS/index.html">Excursiónalasierraa.P.Competencias</a></b></p><p><b><a href="https://es.mathigon.org/polypad">Mathigon.</a></b><br /></p><p><b><a href="https://proyectodescartes.org/competencias/materiales_didacticos/4EP_CM_horario-JS/index.html">Horario.P.Competencias</a> </b></p><p><b><a href="https://proyectodescartes.org/competencias/materiales_didacticos/4EP_CM_jardin_acampada-JS/index.html">Jardínyacampada.P.Competencias</a> </b></p><p><b><a href="https://proyectodescartes.org/competencias/materiales_didacticos/4EP_CM_supermercado-JS/index.html">Enelsupermercado.P.Competencias</a> </b></p><p><b><a href="https://proyectodescartes.org/competencias/materiales_didacticos/4EP_CM_solidaridadjapon-JS/index.html">SolidaridadconJapón.P.Competencias</a> </b></p><p><b><a href="https://proyectodescartes.org/competencias/materiales_didacticos/4EP_CM_mipueblo-JS/index.html">Enmipueblo.P.Competencias</a> </b></p><p><b><a href="https://proyectodescartes.org/competencias/materiales_didacticos/4EP_CM_lugares-JS/index.html">LugaresdeEspaña-P.Competencias</a> </b></p><p><b><a href="https://proyectodescartes.org/competencias/materiales_didacticos/4EP_CM_el_recreo-JS/index.html">Elrecreo.P.Competencias</a> </b></p><p><b><a href="https://proyectodescartes.org/competencias/materiales_didacticos/4EP_CM_formula1-JS/index.html">Fórmula1.P.Competencias</a> </b></p><p><b><a href="https://proyectodescartes.org/competencias/materiales_didacticos/4EP_CM_tenis-JS/index.html">Mideportefavorito.P.Competencias</a> </b></p><p><b><a href="https://proyectodescartes.org/competencias/materiales_didacticos/4EP_CM_amchino-JS/index.html">Elamigochino.P.Competencias</a></b></p><p><b><a href="https://proyectodescartes.org/PI/materiales_didacticos/M_B2_Medicion-JS/index.html">Medicióndemagnitudes.ProyectoPi</a></b></p><p><b><a href="https://proyectodescartes.org/PI/materiales_didacticos/M_B2_UnidadesDeMasa-JS/index.html">Unidadesdemasa.ProyectoPi</a> </b></p><p><b><a href="https://proyectodescartes.org/PI/materiales_didacticos/M_B2_MedicionDelTiempo-JS/index.html">Medicióndeltiempo.ProyectoPi</a> </b></p><p><b> <a href="https://phet.colorado.edu/sims/html/area-builder/latest/area-builder_es.html">Superficieyperímetro.Phet</a></b><br /></p><p style="text-align: left;"><span style="color: red;"><b> *PROBLEMAS </b></span></p><p style="text-align: left;"><span style="color: red;"><b><a href="https://genmagic.net/visualflash.html?id=banfrut1c">Suma_decimales1.Genmagic</a></b></span></p><p style="text-align: left;"><span style="color: red;"><b><a href="https://genmagic.net/visualflash.html?id=sumem6c~0">Suma_decimales2.Genmagic</a> <br /></b></span></p><div style="text-align: left;"><span style="color: red;"><b><a href="https://proyectodescartes.org/canals/materiales_didacticos/CL-NO-23-JS/index.html">Agrupa pasajeros.Canals</a> </b></span></div><p style="text-align: left;">
</p><div style="text-align: left;"><b><a href="https://es.liveworksheets.com/mm667762rb" target="_blank">Ordenartxtproblema1.Interactiva</a></b></div><p style="text-align: left;">
<b><a href="https://es.liveworksheets.com/rp686323yd" target="_blank">Ordenartxtmatmático.Actividadinteractiva</a> </b></p><p style="text-align: left;"><b><a href="https://www.genmagic.net/repositorio/displayimage.php?album=14&pos=10">Calcularentradasespectáculo</a> </b></p><p style="text-align: left;"><b><a href="https://proyectodescartes.org/competencias/materiales_didacticos/3EP_CM_ParqueAtracciones_original-JS/index.html">Parqueatracciones.P.Competencias</a> </b></p><p style="text-align: left;"><b><a href="https://proyectodescartes.org/competencias/materiales_didacticos/3EP_CM_SemanaLiteraria-JS/index.html">Semanaliteraria.P.Competencias</a> </b></p><p style="text-align: left;"><b><a href="https://proyectodescartes.org/competencias/materiales_didacticos/3EP_CM_SalirClase-JS/index.html">Alsalirdeclase.P.Competencias</a> </b></p><p style="text-align: left;"><b><a href="https://proyectodescartes.org/competencias/materiales_didacticos/3EP_CM_CumpleCelia-JS/index.html">CumpleañosdeCelia.P.Competencias</a> </b></p><p style="text-align: left;"><b><span style="color: #38761d;"><br />
*COMPRENSIÓN DE LOS NÚMEROS Y ESCRITURA</span> </b></p><p style="text-align: left;"><b><a href="https://phet.colorado.edu/sims/html/number-line-integers/latest/number-line-integers_es.html">Comprensión de enteros.Phet</a> </b></p><p style="text-align: left;"><b><a href="https://phet.colorado.edu/sims/html/number-line-operations/latest/number-line-operations_es.html">Números enteros.Operaciones en la recta numérica.Phet</a></b></p><p style="text-align: left;"><b><a href="https://es.liveworksheets.com/mt716698yy" target="_blank">Valornúmeroposición.interactiva</a></b><br /></p><p>
<b><a href="https://es.liveworksheets.com/oc717730ip" target="_blank">Componeryformarnumerodescompuesto.Interactivo</a> </b></p><p style="text-align: left;"><b><a href="https://es.liveworksheets.com/tv21135vo">Comprensiónfracción</a> </b></p><p style="text-align: left;"><b><b><a href="https://phet.colorado.edu/sims/html/area-model-decimals/latest/area-model-decimals_es.html">Áres con decimales.Producto.Phet</a> </b> <br /></b></p><p style="text-align: left;"><span style="color: #38761d;"><span><b>*FRACCIONES Y DECIMALES</b></span>.</span></p><p style="text-align: left;"><b><a href="https://genmagic.net/visualflash.html?id=fraccio_cas">Concepto_fracción.Genmagic</a><br /></b></p><p><b> <a href="https://genmagic.net/visualflash.html?id=tpcent3c">Fracción_decimal.Genmagic</a></b></p><p><b><a href="https://genmagic.net/mates/fracolor/#!/TNeoAppPage11">Coloca_numerador:Genmagic</a></b></p><p><b><a href="https://genmagic.net/visualflash.html?id=fraccio_decima_c">Equivalencia_fracción_decimal.Genmagic</a> <br /></b></p><div style="text-align: left;">
<span style="color: #38761d;"><span><b>*CALCULO Y OPERACIONES</b></span>.</span></div><div style="text-align: left;"><span style="color: #38761d;"><b><a href="https://app.genmagic.net/aplicaciones/mates/calculo-mental">Cálculobásico.Genmagic</a></b> </span></div><div style="text-align: left;"><span style="color: #38761d;"> </span></div><div style="text-align: left;"><b><span style="color: #38761d;"><a href="https://app.genmagic.net/aplicaciones/mates/ecuaciones">Cálculo.Genmagic</a> </span></b></div><div style="text-align: left;"><b><span style="color: #bf9000;"> </span></b></div><div style="text-align: left;"><b><a href="https://phet.colorado.edu/sims/html/make-a-ten/latest/make-a-ten_es.html">Sumar formando 10,100,1000.Phet</a></b> <br /></div><div style="text-align: left;"><b> </b></div><div style="text-align: left;"><b><a href="https://phet.colorado.edu/sims/html/fractions-mixed-numbers/latest/fractions-mixed-numbers_es.html">Fracciones.Phet</a></b> </div><div style="text-align: left;"> </div><div style="text-align: left;"><b><a href="https://proyectodescartes.org/AprendeMX/materiales_didacticos/M05_033_RestaDeFracciones/index.html">Resta fracciones diferente denom.P.Descartes</a></b> </div><div style="text-align: left;"> </div><div style="text-align: left;"><b><a href="https://proyectodescartes.org/canals/materiales_didacticos/CL-NO-42-JS/index.html">Reconoce fracciones.Canals</a></b> </div><div style="text-align: left;"><b> </b></div><div style="text-align: left;"><b><a href="https://proyectodescartes.org/AprendeMX/materiales_didacticos/M06_033_DivisionDeFracciones/index.html">División fracciones.Proyecto Descartes</a></b> <br /></div><p><b><a href="https://clic.xtec.cat/projects/mates4ep/jclic.js/index.html">Mates4ºJclic</a></b> <br /></p><p><b><a href="https://phet.colorado.edu/sims/html/arithmetic/latest/arithmetic_es.html">Multiplicar</a>.Phet</b></p><p><b><a href="https://phet.colorado.edu/sims/html/area-model-introduction/latest/area-model-introduction_es.html">Multiplicar con modelo de áreas.Phet</a> </b><br /></p><p><b><a href="http://www.hbschool.com/activity/numbers_to_1000/">Escribecantidades.</a></b> <br /></p><p><b><a href="http://www3.gobiernodecanarias.org/medusa/ecoescuela/recursoseducativos/files/2012/02/OperayCompara_Naturales.swf">Operacionescombinadas.Mayor,menor,igual.</a></b> </p><div style="text-align: left;"><span style="color: #cc0000;"><b><a href="https://es.liveworksheets.com/tx457032vk" target="_blank">Sumadecimaleseries.Interactiva</a></b></span></div><p>
</p><div style="text-align: left;"><b><span style="color: #cc0000;"><a href="https://es.liveworksheets.com/of551293qp" target="_blank">Seriesregletas.Interactiva</a></span></b></div><p>
<b><span style="color: #cc0000;"><a href="https://es.liveworksheets.com/oj550686md" target="_blank">Seriesregletas.Actividadinteractiva</a> </span></b> <b> </b></p><p><b><a href="http://www3.gobiernodecanarias.org/medusa/ecoescuela/recursoseducativos/files/2012/07/OperaRegletas_Memoria.swf">Operaciónesregletas</a> </b></p><div style="text-align: left;"> <b><a href="https://es.liveworksheets.com/ua821403jv" target="_blank">Divisoresde12.Interactiva</a> </b></div><p>
<b><a href="https://es.liveworksheets.com/pj825701cn" target="_blank">Divisoresde9y10.Interactiva</a>.</b></p><p><b><a href="https://proyectodescartes.org/PI/materiales_didacticos/division_como_reparto/index.html">División con reparto.Descartes</a> </b></p><div style="text-align: left;"><b><a href="https://proyectodescartes.org/competencias/materiales_didacticos/4EP_CM_cartas_numeradas-JS/index.html">Cartasnumeradas.P.Competencias</a> </b></div><p>
<b><a href="https://es.liveworksheets.com/nn862338cb" target="_blank">Restagráficacentenas.Interactiva</a> </b></p><p><span style="color: #cc0000;"><b><span>*GEOMETRÍA</span></b></span></p><p><b><span style="color: #274e13;"><a href="https://proyectodescartes.org/AprendeMX/materiales_didacticos/PA6_OA_MA_3UNAM_010/index.html">Áreas.ProyectoDescartes.</a> </span></b></p><p><b><span style="color: #274e13;"><a href="https://phet.colorado.edu/sims/html/area-builder/latest/area-builder_es.html">Área y perímetro.Phet</a> <br /></span></b></p><p><b><span style="color: #274e13;"><a href="https://genmagic.net/mates/perimfig/#!/NewPage1">Cálculoperímetro.Genmagic</a> </span></b></p><p><b><span style="color: #274e13;"><a href="https://www.genmagic.net/repositorio/displayimage.php?album=6&pos=2">Pentominós.Genmagic</a> </span></b></p><p><b><span style="color: #274e13;"><a href="https://www.genmagic.net/repositorio/displayimage.php?album=6&pos=3">Geoplanodinámico.Genmagic</a> </span></b></p><p><a href="https://genmagic.net/visualflash.html?id=volum3c"><b><span style="color: #274e13;">Cálculovolumen.Genmagic </span></b></a></p><p><b><span style="color: #274e13;"><a href="https://proyectodescartes.org/PI/materiales_didacticos/M_B3_Volumen-JS/index.html">Cálculovolumen.Proyectopi</a> </span></b></p><p><b><a href="https://genmagic.net/visualflash.html?id=carare3c"><span style="color: #274e13;">Caras.Aristas.Base.Genmagic </span></a></b></p><p><b><span style="color: #274e13;"><a href="https://genmagic.net/visualflash.html?id=verares1c">Caras_aristas_vértices.Genmagic</a> </span> <br /></b></p><p><b><span></span></b></p><a name='more'></a><b><span><!--more--></span></b><p></p><div style="text-align: left;"><b> </b><b><u>LENGUA</u></b><br /></div><p>
<b><u><a href="https://es.liveworksheets.com/qa815079cr" target="_blank">Sinónimosantónimoscompletartext.Interactiva</a></u></b></p>Manuel Muñozhttp://www.blogger.com/profile/06202699952847922378noreply@blogger.com0tag:blogger.com,1999:blog-118883149203114658.post-84848424301310900792020-05-09T11:12:00.008-07:002020-11-12T05:07:21.522-08:00Resolver operaciones con decimales.Didáctica.<p>Formas de resolver los cálculos de las operaciones suma, multiplicación, resta y división con números decimales.<br />
Expresión didáctica empleando dinero para llevar a la comprensión de lo que se hace, evitando la forma mecánica tradicional y acercándonos a una forma natural a la que todo nuestro alumnado diverso pueda acceder al aprendizaje.</p><p> <a href="https://drive.google.com/file/d/130wA_ttGLmPP_hPbUMnPQreMDfbL63WY/view?usp=sharing">Didácticaoperacionesdecimales.Pdf</a><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgiOMsQIiOxKnbrzA70xWAQnHXBZ9TjzNWwJLW_2klqrM5PWw8g5A91fMbrb0UUXy9v8f0GshSU1o1cl4WrR8grJy0iuhdkYQuKAj5VArnsh4EoB22HsSYkrOhybEjc44CskiuIBjzoXBA/s1600/Captura+de+pantalla+2020-05-09+a+las+19.57.02.png" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" data-original-height="742" data-original-width="519" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgiOMsQIiOxKnbrzA70xWAQnHXBZ9TjzNWwJLW_2klqrM5PWw8g5A91fMbrb0UUXy9v8f0GshSU1o1cl4WrR8grJy0iuhdkYQuKAj5VArnsh4EoB22HsSYkrOhybEjc44CskiuIBjzoXBA/s200/Captura+de+pantalla+2020-05-09+a+las+19.57.02.png" width="139" /></a></div><p>
<span style="color: #cc0000;"><a href="https://es.liveworksheets.com/tx457032vk" target="_blank">Sumaseriedecimal.Actividadinteractiva</a></span></p><p><span style="color: #cc0000;"></span></p><div class="separator" style="clear: both; text-align: center;"><span style="color: #cc0000;"><iframe allowfullscreen="" class="BLOG_video_class" height="153" src="https://www.youtube.com/embed/ysTogWaWOS8" width="184" youtube-src-id="ysTogWaWOS8"></iframe></span></div><span style="color: #cc0000;"><br /><div class="separator" style="clear: both; text-align: center;"><span style="font-size: small;">Videos didácticos realizados </span><span style="color: #cc0000;"><span style="color: #cc0000; font-size: small;"><span style="font-family: trebuchet ms, geneva;"> <span>Mari Ángeles Armario, coordinadora del proyecto</span></span></span><span style="font-family: trebuchet ms, geneva; font-size: 12pt;"><span style="font-size: small;"> <span>aprobado por la Consejería de Educación y Deporte de la Junta de
Andalucía para la formación del profesorado en matemáticas durante el
curso 2019/2020 en el CEIP José Cortines Pacheco en Lebrija (Sevilla-España)</span></span><br /></span></span></div><div class="separator" style="clear: both; text-align: center;"><span style="color: #cc0000;"></span></div></span><p></p><p><span style="color: #cc0000;"></span></p><div class="separator" style="clear: both; text-align: center;"><span style="color: #cc0000;"><iframe allowfullscreen="" class="BLOG_video_class" height="165" src="https://www.youtube.com/embed/s3XScxJj3tA" width="199" youtube-src-id="s3XScxJj3tA"></iframe></span></div><span style="color: #cc0000;"><br /> </span><p></p><p><span style="color: #cc0000;"> </span></p><p><br /></p><div class="separator" style="clear: both; text-align: center;">
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Manuel Muñozhttp://www.blogger.com/profile/06202699952847922378noreply@blogger.com0tag:blogger.com,1999:blog-118883149203114658.post-90284716165128657132020-05-06T12:07:00.003-07:002020-05-08T08:39:09.607-07:00Problemas con situaciones de comparación.<div class="separator" style="clear: both; text-align: center;">
<a href="https://www.blogger.com/blogger.g?tab=wj&blogID=118883149203114658" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img alt="" border="0" height="135" 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" 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Problemas para resolver con la ayuda de material como regletas, bloques multibase,policubos, cuadrícula del cuaderno y se proponen diferentes estrategias, con la intención de acercar la comprensión de la situación matemática a todos los alumn@s y hacer un matemática para tod@s.<br />
<b><a href="https://drive.google.com/file/d/1gGoBCel3PElc3kI5LKMleOzK-tAHmNnJ/view?usp=sharing" target="_blank">Problemascomparación.Imprimirpdf</a></b><br />
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" />Manuel Muñozhttp://www.blogger.com/profile/06202699952847922378noreply@blogger.com0tag:blogger.com,1999:blog-118883149203114658.post-79515512699739159352020-04-17T07:22:00.010-07:002022-04-04T05:01:37.352-07:00 Resolver problemas expresando los datos mediante cantidades.Si queremos ofrecer un modo de aprendizaje comprensible y motivador para la realización de problemas, accesible a todos/as,propongo un modelo didáctico a continuación. Lo venimos utilizando a través del proyecto de innovación en matemáticas en todo tipo de alumnado de diferentes capacidades.<br />
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PROCESO PARA LA COMPRENSIÓN Y REALIZACIÓN DEL PROBLEMA. <br />
1.-Sustituimos los números de los datos por sus cantidades en forma de elementos contables, como cubos,bolas, tapones, centenas multibase, fichas...<br />
2.-Elegimos un material manipulable o instrumentos (balanza, envases, metro...) que nos interese o regletas, dinero, policubos, cinta métrica...<br />
3.-Manipulación de las cantidades para realizar los cálculos oportunos de las operaciones suma, resta multiplicación... que nos acerquen a la solución del problema.<br />
4.-Representamos gráficamente las cantidades para mejorar la comprensión. La cuadrícula del cuaderno es excelente para ello.<br />
5.-Llegamos a resolver el problema mentalmente.<br />
6.-Pasamos a lenguaje matemático ( números y signos) las operaciones realizadas.<br />
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiXBZtJqJ45GXGR9AaMs_56hebgTumt33fogNeZUx_h8SjeJARdKqGsj9Jr9Ak05XShsiAvpLf9hf9emJvtpLQi5dk47Z93y7gkP049z18UBCeyANOS6tfskfZbJR24lkZ2SLG0ZEqCroM/s1600/Captura+de+pantalla+2020-04-17+a+las+14.01.59.png" style="clear: left; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img border="0" data-original-height="737" data-original-width="508" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiXBZtJqJ45GXGR9AaMs_56hebgTumt33fogNeZUx_h8SjeJARdKqGsj9Jr9Ak05XShsiAvpLf9hf9emJvtpLQi5dk47Z93y7gkP049z18UBCeyANOS6tfskfZbJR24lkZ2SLG0ZEqCroM/s200/Captura+de+pantalla+2020-04-17+a+las+14.01.59.png" width="137" /></a></td></tr><tr><td class="tr-caption" style="text-align: center;"><a href="https://drive.google.com/file/d/1TBrzBLKAj3O2SyrerGZcqpz55I_k5JlN/view?usp=sharing">Cuaderno de problemas para el alumnado</a></td></tr></tbody></table><a href="https://drive.google.com/file/d/1TBrzBLKAj3O2SyrerGZcqpz55I_k5JlN/view?usp=sharing">
<b></b></a><b><a href="https://drive.google.com/file/d/1Yv_KGXWy-BSY4jHmhUBRVk9AiKGhl-Q-/view?usp=sharing" target="_blank">Problemascantidades.Imprimir pdf</a></b><br />
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiyrs2z8Lu9hdtMilXkon9MrBw4XOBHAFRu26N4J8l2Xiy8ycDdUySlbg16A4DkRMZgx_JfbLgd4xJHzQdtAD6CAQtd-FoRX8AgiNxxIPX8KkQAlB7gOMuzreJlNQtvTt4fFEr2QCbetKQ/s1600/Captura+de+pantalla+2020-04-17+a+las+14.02.43.png" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="739" data-original-width="521" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiyrs2z8Lu9hdtMilXkon9MrBw4XOBHAFRu26N4J8l2Xiy8ycDdUySlbg16A4DkRMZgx_JfbLgd4xJHzQdtAD6CAQtd-FoRX8AgiNxxIPX8KkQAlB7gOMuzreJlNQtvTt4fFEr2QCbetKQ/s200/Captura+de+pantalla+2020-04-17+a+las+14.02.43.png" width="140" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Problema para el alumnado</td></tr>
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjteyMLzO5gFw4ZKbXyO3L2W83wAjxiRm-7LEAG6XR-qdIB6EmrZzu9vFXud5ebD5PBIQ6WDyKdORW5vaikOBEuckR82GXrXRwegPzH-xbE6HSfB0LAr_TWg9U1HtdWWuZT_nrt8Aurpjk/s1600/Captura+de+pantalla+2020-04-17+a+las+14.02.16.png" style="clear: right; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img border="0" data-original-height="736" data-original-width="506" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjteyMLzO5gFw4ZKbXyO3L2W83wAjxiRm-7LEAG6XR-qdIB6EmrZzu9vFXud5ebD5PBIQ6WDyKdORW5vaikOBEuckR82GXrXRwegPzH-xbE6HSfB0LAr_TWg9U1HtdWWuZT_nrt8Aurpjk/s200/Captura+de+pantalla+2020-04-17+a+las+14.02.16.png" width="137" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Problema para resolver con dinero</td></tr>
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<br />Manuel Muñozhttp://www.blogger.com/profile/06202699952847922378noreply@blogger.com0tag:blogger.com,1999:blog-118883149203114658.post-21372013069341872292020-01-19T10:33:00.001-08:002020-01-19T10:33:52.484-08:00¿Problemas con el máximo común divisor y mínimo común múltiplo?.Empleo de cuadrícula y regletas.¿Quieres resolver problemas que necesitan el mínimo común múltiplo o el máximo común divisor, para poder resolverlos?<br />
La comprensión es muy sencilla con el empleo de la <u>cuadrícula</u> del cuaderno o las <u>regletas</u>.<br />
En el cuaderno de actividades para el alumnado se presenta la didáctica necesaria para la comprensión y posterior solución de diferentes problemas.<br />
El empleo de la <u>cuadrícula del cuaderno</u>, es un recurso muy fácil que ayuda a la comprensión del cálculo del MCM o MCD, favoreciendo tanto su significado como razonamiento para resolver los problemas.<br />
También se pueden utilizar las <u>regletas</u> para conseguir los múltiplos o divisores de una cantidad.<br />
<b><a href="https://drive.google.com/file/d/1yEeu042DhQShf0531007sQ6Wa5eWTwdq/view?usp=sharing" target="_blank">ProblemasMCM-MCD.Pdf</a></b><br />
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<b><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg_0oMBEoM2Q_CNkbPoRgDrgmxsENEyepNZW8B5D2vQzmUu0tUcttjhIRZ91WLOSwacZlvSOK3A12mKsJS2mM-t_zay3I79yrPKLf0Y49SzNs2kv8HWi5rF5pDktvdW6Idf7Zn2g3IMo74/s1600/Captura+de+pantalla+2020-01-19+a+las+19.32.02.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="741" data-original-width="517" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg_0oMBEoM2Q_CNkbPoRgDrgmxsENEyepNZW8B5D2vQzmUu0tUcttjhIRZ91WLOSwacZlvSOK3A12mKsJS2mM-t_zay3I79yrPKLf0Y49SzNs2kv8HWi5rF5pDktvdW6Idf7Zn2g3IMo74/s200/Captura+de+pantalla+2020-01-19+a+las+19.32.02.png" width="139" /></a><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgH8pJXx98e96pEXWtny1G1upxGW7ROxKOeEXc_4Vh8OcWiHFvBHgHKiH04SdR0RNyFujBejZAGahqz3YUn2rtGR-4TizQ1dOna_Yr_JprNBqV4xARjtF2dCspJSvG4DfUFU6Ex8fJgxtM/s1600/Captura+de+pantalla+2020-01-19+a+las+19.32.23.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="743" data-original-width="520" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgH8pJXx98e96pEXWtny1G1upxGW7ROxKOeEXc_4Vh8OcWiHFvBHgHKiH04SdR0RNyFujBejZAGahqz3YUn2rtGR-4TizQ1dOna_Yr_JprNBqV4xARjtF2dCspJSvG4DfUFU6Ex8fJgxtM/s200/Captura+de+pantalla+2020-01-19+a+las+19.32.23.png" width="139" /></a></b></div>
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<br />Manuel Muñozhttp://www.blogger.com/profile/06202699952847922378noreply@blogger.com0