258 - CUARTO GRADO

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MATEMÁTICA.


 

 http://paraimprimir.org/wp-content/uploads/2012/09/Tablas-de-Multiplicar-para-imprimir1-300x246.jpg

  •  AQUÍ: APRENDE LAS TABLAS DE MULTIPLICAR

  • AQUÍ: ENTRENADOR DE MATEMÁTICAS.

  • AQUÍ:  TEST  PARA PRACTICAR LAS TABLAS 

  • Divisiones por dos cifrasdiv2.jpg




  • Aquí. LA MULTIPLICACIÓN....
  • Aquí: APRENDEMOS A MULTIPLICAR POR DOS CIFRAS http://primaria.aulafacil.com/matematicas-cuarto-primaria/Img1/L-9-2.gif


  • Aquí: Multiplicación por tres cifras.
  • Aqui; Multiplicación por unidad seguida de ceros..



AQUÍ: LOS NUMEROS NATURALES Y ROMANOS



AQUÍ: LAS FRACCIONESdata:image/jpeg;base64,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