MATEMÁTICAS CUARTO

miércoles, 18 de noviembre de 2020

DIVIDIR POR DOS CIFRAS

 

 PINCHA AQUÍ para practicar las divisiones con una y varias cifras.



en noviembre 18, 2020 No hay comentarios:
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Etiquetas: la división

lunes, 2 de noviembre de 2020

PRACTICAMOS LA DIVISIÓN JUGANDO

 PÁGINA WEB JUEGOS INFANTILES:

PINCHA AQUÍ 

 

JUEGOS DE DIVISIONES CON LA PANDILLA REJILLA

 Matemáticas Divertidas para Niños de Infantil y Primaria - Algoritmos  Abiertos

en noviembre 02, 2020 No hay comentarios:
Enviar por correo electrónicoEscribe un blogCompartir en XCompartir con FacebookCompartir en Pinterest
Etiquetas: la división

LA DIVISIÓN

 LA DIVISIÓN

Dividir es repartir en partes iguales

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

Con este programa practicaremos la división. TÚ ELIGES EL DIVIDENDO Y EL DIVISOR

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en noviembre 02, 2020 No hay comentarios:
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