Unidad 1: Números y operaciones
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Web interactivas
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Jclic y Otras lenguas
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El sistema de numeración decimal
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Sumar 8, 18, 28... a números de tres cifras
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La propiedad distributiva
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Practica la multiplicación
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Restar 8, 18, 28... a números de tres cifras
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Practica la división
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Operaciones combinadas
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La calculadora
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Aprendo a resolver problemas
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jueves, 27 de septiembre de 2018
MATEMÁTICAS TEMA 1
Hola, os dejo actividades de matemáticas para que trabajéis con el tema 1. Un saludo
![Resultado de imagen de OPERACIONES 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)
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