jueves, 2 de abril de 2020

TAREA JUEVES 2 DE ABRIL
MATEMÁTICAS
PÁG. 146 LEER Y HACER ACT. 1 Y 2.     (si queréis podéis hacer la act. 3...opcional)

MULTIPLICACIÓN DE NÚMEROS DECIMALES:
Hola amigos/as, para multiplicar números decimales primero haz la multiplicación normal, olvídate de los decimales. Coloca el número más largo arriba y el más corto abajo. Cuando tengas el resultado cuenta las cifras decimales que hayan en los factores, y cuentalos en el producto. Ahí van algunos ejemplos:
SI TIENES DUDAS VISITA ESTA PÁGINA. VIENEN LOS PASOS 
Multiplicaciones con decimales. Distintos casos y ejercicios para ...https://www.smartick.es/blog/wp-content/uploads/multiplicaciones-con-decimales-10.pngdata:image/jpeg;base64,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Tema 7: Operaciones con nº decimales - Nuestra clase 5º 
LENGUA
ADIVINANZA   "Soy rey pero sin reino, soy rubio pero sin pelo, muevo relojes sin ser relojero"
FICHA DE LECTURA
 

 

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