Actualizar Secuencia Didactica: 5021

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Clase 1Lectura y escritura de números naturalesLo primero que debes saber es que al leer un número lo hacemos de izquierda a derecha. <img alt="Lectura y escritura de números naturales" src="https://storage.googleapis.com/portaleducativo-net-publica-g3p6/biblioteca/97.jpg"> Al saber los números del 1 al 10 será mucho más fácil aprender el resto de los números<img alt="Lectura y escritura de números naturales" src="https://storage.googleapis.com/portaleducativo-net-publica-g3p6/biblioteca/numeros_hasta_diez.jpg"> Y mucho más simple si los aprendes de 10 en 10<img alt="Lectura y escritura de números naturales" src="https://storage.googleapis.com/portaleducativo-net-publica-g3p6/biblioteca/numeros_hasta_cien.jpg">Para escribir el nombre de un número debes saber que:Las centenas se escriben con una sola palabra, por ejemplo: 100 = cien ; 200 = doscientos ; 300 = trescientos , ... Los números del 11 al 19 y los números del 21 al 29 se escriben con una sola palabra, por ejemplo:11 = once ; 16 = dieciséis ; 23 = veintitrés ; 28 = veintiocho; … Los números del 31 al 99 se escriben con tres palabras (menos las decenas netas como: 20, 30, 40, 50, …) , porejemplo:31 = treinta y uno 45 = cuarenta y cinco76 = setenta y seis 99 = noventa y nueveClase 2Valor posicional: Es el valor que toma un dígito de acuerdo con la posición que ocupa dentro del número (unidades, decenas, centenas…). Es por ello que el cambio de posición de un dígito dentro de un número altera el valor total del mismo. <a href="https://aprende.colombiaaprende.edu.co/sites/default/files/naspublic/ContenidosAprender/G_2/M/M_G02_U01_L01/M_G02_U01_L01_01_01.html">ht</a>p<a href="https://aprende.colombiaaprende.edu.co/sites/default/files/naspublic/ContenidosAprender/G_2/M/M_G02_U01_L01/M_G02_U01_L01_01_01.html">s://aprende.colombiaaprende.edu.co/sites/defau...</a><img src="https://i.pinimg.com/originals/c4/62/c4/c462c43a5b32ca4285c92451f04ea583.jpg" alt="Resultado de imagen para valor posicional para niños" width="502" height="337" style="width: 502px; height: 337px;"><iframe width="500" height="281" src="http://www.youtube.com/embed/eNodAB9v6YM" frameborder="0" allowfullscreen="" style="background-color: initial;"></iframe><img src="https://i.ytimg.com/vi/O534w1ZeykQ/hqdefault.jpg" alt="Leamos y escribamos números hasta 999 (2º grado) - YouTube">Clase 3Sumas de números de dos cifras:<iframe width="500" height="281" src="http://www.youtube.com/embed/C0sqxgJcnt8" frameborder="0" allowfullscreen=""></iframe> Restas de números de dos cifras:<iframe width="500" height="281" src="http://www.youtube.com/embed/NkdCAwwZrm8" frameborder="0" allowfullscreen=""></iframe> Clase 3Sumas de números de dos cifras:<a href="https://www.youtube.com/watch?v=C0sqxgJcnt8&amp;t=2s">https://www.youtube.com/watch?v=C0sqxgJcnt8&amp;t=2s</a>Qué es sumar?<img src="data:image/jpeg;base64,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" alt="SUMA Y RESTA DE NÚMEROS NATURALES PARA NIÑOS DE 2do GRADO" width="369" height="275" style="width: 369px; height: 275px;">Ejemplo:<img src="https://www.pequeocio.com/wp-content/uploads/2019/04/sumas-y-restas.jpg" alt="Sumas y restas para niños: explicación y ejercicios | Pequeocio" width="269" height="318" style="width: 269px; height: 318px;">Restas de números de dos cifras:<a href="https://youtu.be/NkdCAwwZrm8">https://youtu.be/NkdCAwwZrm8</a><img src="data:image/jpeg;base64,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" alt="Que Es La Resta Para Niños De Preescolar - Hay Niños" width="395" height="221" style="width: 395px; height: 221px;">Ejemplo:<img src="https://www.pequeocio.com/wp-content/uploads/2019/04/restas.jpg" alt="Sumas y restas para niños: explicación y ejercicios | Pequeocio" width="310" height="364" style="width: 310px; height: 364px;"> Sesión #4:<a href="https://youtu.be/FdCjI0xOrac">https://youtu.be/FdCjI0xOrac</a> <a href="https://www.youtube.com/watch?v=k46QCr1GofU">https://www.youtube.com/watch?v=k46QCr1GofU</a> <a href="https://www.youtube.com/watch?v=ow7DVEfBJyE">https://www.youtube.com/watch?v=ow7DVEfBJyE</a>sesión ·# 5<img src="/web/uploads/583/b7972b7030-unidades-de-mil.png">REFUERZO<a href="https://www.youtube.com/watch?v=w_6P1c89f-4">VALOR POSICIONAL EN NÚMEROS 3 CIFRAS</a><a href="https://www.youtube.com/watch?v=w_6P1c89f-4"></a><a href="https://www.youtube.com/watch?v=qEep-YICaZ4">valor posicional y comparación números</a><a href="https://www.youtube.com/watch?v=pBZYKuB_bro">Segundo grado | Resta de números de tres cifras sin prestar</a> <a href="https://www.youtube.com/watch?v=qEep-YICaZ4"></a>

Ejercicios

Clase 1Repaso de algunos números naturales<img src="https://i1.wp.com/www.orientacionandujar.es/wp-content/uploads/2017/02/Trabajamos-los-nu%CC%81meros-del-1-al-100-DIFERENTES-ACTIVIDADES-DE-NUMERACIO%CC%81N-8.jpg?resize=500%2C281&amp;ssl=1" alt="Trabajamos los números del 1 al 100 DIFERENTES ACTIVIDADES DE NUMERACIÓN -Orientacion Andujar"> Clase 2<img src="https://www.educaplanet.com/educaplanet/wp-content/uploads/2019/05/ficha-unidades-decenas-regletas.png" alt="Unidades decenas centenas ejercicios matemáticas GRATIS Educaplanet EDUCAPLANET APPS"> Clase 3<img src="https://i2.wp.com/webdelmaestro.com/wp-content/uploads/2013/02/Centenas.jpg?fit=583%2C713&amp;ssl=1" alt="Centenas hasta el 200 - Web del maestro" width="388" height="476" style="width: 388px; height: 476px;">Clase 4<img src="http://orientacionandujar.files.wordpress.com/2011/06/dos-cifras-11.jpg?resize=500%2C706" alt="Coleccion de 500 actividades para trabajar los numeros naturales 0-100. Incluye generador -Orientacion Andujar" width="334" height="475" style="width: 334px; height: 475px;">Clase 5 <img src="https://www.curriculumnacional.cl/614/articles-24452_thumbnail.thumb_iNormal.jpg" alt="Actividades de conteo del 0 al 1000 - Curriculum Nacional. MINEDUC. Chile." width="353" height="401" style="width: 353px; height: 401px;"> <img src="/web/uploads/583/a21440cf97-ejercicio-2.jpg" width="298" height="420" style="width: 298px; height: 420px;">Clase 6 <img src="https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcR8GE2TH9EH8uP3e1VwfO7Fz_3BpjcrVCXgOA&amp;usqp=CAU" alt="Cuadernillo para REPASAR los NÚMEROS del 0 al 999: PDF GRATUITO" width="294" height="417" style="width: 294px; height: 417px;"> PROBLEMAS APLICANDO LA SUMA CON REAGRUPACION DE UNIDADES.<img src="http://sinapsis.club/web/uploads/605/e6e102906c-5df61ef19b89f560124ce5ed2daef1ee-2.jpg" width="469" height="357" style="width: 469px; height: 357px;">- Sumas de dos cifras<img src="https://www.edufichas.com/wp-content/uploads/2015/05/sumas-llevando-dos-cifras-2.png" alt="? Sumas llevando | Fichas Gratis de sumas para Niños | Primaria" width="262" height="374" style="width: 262px; height: 374px;"> .Restas con dos cifras<img src="https://i.pinimg.com/originals/b4/c8/a8/b4c8a821f1d24ff782863c2a4db525a7.jpg" alt="fichas sumas de dos cifras sin llevar - Buscar con Google | Actividades de matematicas, Matematicas primero de primaria, Suma y resta" width="372" height="542" style="width: 372px; height: 542px;">Clase 9Escribe y resuelve en tu cuaderno de matemáticas los siguientes problemas <img src="/web/uploads/583/f10f305445-problemas-sumas-y-resta-1-grado-2.jpg" width="457" height="609" style="width: 457px; height: 609px;">Clase 10Escribe y resuelve en tu cuaderno de matemáticas.<img src="/web/uploads/583/1fd0541ad3-problemas-de-sumas-y-restas-2-grado-2.jpg" width="443" height="539" style="width: 443px; height: 539px;">sesión #5 <img src="/web/uploads/583/b3077c3c53-abaco-unidades-de-mil.png"><img src="/web/uploads/583/3fb0574162-taller-de-matematicas-1.png">

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