cálculo mental

Páginas

  • Página principal
  • SUMAS
  • RESTAS
  • SUMAS Y RESTAS
  • MULTIPLICACIONES
  • DIVISIONES
  • MULTIPLICACIONES Y DIVISIONES
  • LAS 4 OPERACIONES
  • REDONDEO
  • MULTIPLICA Y DIVIDE POR 10, 100, ...
  • PORCENTAJES
  • POTENCIAS Y RAÍCES
  • EUROS

SUMAS Y RESTAS


test de sumas y restas 1

test de sumas y restas 2
trucospara9yq.gifpirámides de sumas
trucospara9yq.giftriángulo mágico fáciltrucospara9yq.giftriángulo mágico difícil
falta un precio

habilitats de càlcul mental
paréntesis con sumas y restascálculo mental

el complemento 

Pathways
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
tic tac
https://dl.dropboxusercontent.com/u/44162055/manipulables/numeracion/asociasumas.swf
asocia operación-resultado
http://www3.gobiernodecanarias.org/medusa/ecoescuela/secundaria/files/2012/01/OperaEnteros_1.swf
sumas y restas con números enteros
Resultado de imagen de http://iesarroyoharnina.es/extremate/ESO/Definitivo%20Enteros/Enteros.swf
operaciones con números enteros



Resultado de imagen de thatquiz
suma y resta de números enteros






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