martes, 5 de mayo de 2020

MARTES 5 DE MAYO DE 2020

¡BUENOS DÍAS CLASE¡

HOY ES MARTES 5 DE MAYO DE 2020.

VAMOS A APRENDER MUCHO Y A DISFRUTAR DEL BUEN TIEMPO Y DE NUESTRAS FAMILIAS .

IMPORTANTE SI A ALGUIEN LE FALTA LA DOCUMENTACIÓN PARA  EL PRÉSTAMO DE LIBROS PARA EL CURSO 2020-21 QUE ME ESCRIBA O ME LLAME.

Vamos a empezar con MATEMÁTICAS

REPASO

1. Dos divisiones para no perder ritmo 

34789 : 27            207656: 35

2.  Vamos a multiplicar por 10 , 100 y 1.000

5 X 10                  5 X 100               5 X 1.000

Un poco más difícil  

0,7 X 10            0,7 X  100             0,7  X 1.000


3. Vamos a recordar relaciones especiales que se dan en la suma , la resta , la división y la multiplicación.

.............. +      30   =     50

.................  --      10 =     70

3  X    .......... =   27

................... :   8  =    72.  Resto 0

Tienes que recordar la prueba de la resta y la prueba de la división para resolver bien.

PROBLEMA

Quiero ir al cine con mis amigos.

La película empieza a las 5:30.Es decir: a las cinco y media.

Hasta la parada del autobús tengo que andar 10 minutos.

El recorrido del autobús son 15 minutos.

Si queremos llegar con 10 minutos de margen de seguridad al cine.

¿A QUÉ HORA DEBO SALIR DE CASA ?


EMPEZAMOS TEMA NUEVO : GEOMETRÍA

ES MUY IMPORTANTE QUE PREPARÉIS:

1. lápiz de dibujo duro .
2. regla graduada.
3. escuadra 
4. cartabón.
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
Vamos a trabajar unos días con estos elementos.

Si no los tenéis con regla lápiz y papel de cuadros.




TAREA

1.Dibuja   una recta, una semirrecta y un segmento.
2.Aprende de memoria las definiciones.


1
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


LENGUA

Hoy empezamos TEMA NUEVO, TEMA 10

Empezamos como siempre leyendo con cuidado dos veces la LECTURA.Páginas 201 y 202.

Como veis hemos empezado con teatro . Creo que avosotros se os da muy bien.

Copio las palabra de PON ATENCIÓN  y después de haberlas copiado hago una frase con cada una de ellas.


INGLÉS

Seguimos trabajando UNIT 5

GOOD MORNING CLASS 

Tuesday, May 5 

It´s spring.

Hoy una tarea cortita

CLASS BOOK .Page 54
VOCABULARY

ROCK     CAVE   BOAT    TREASURE   TREE

https://encrypted-tbn0.gstatic.com/images?q=tbn%3AANd9GcRM9zoIwpFVajkN14HVaGA3ge-Sd7SO4vBxBWzGzyNE2zqMFSQf&usqp=CAU

UN POCO DE GRAMÁTICA

THIS     THESE       en español este, esta, estos, estas.Para objetos que están cerca.

THAT    THOSE      en español aquel, aquella,aquellos aquellas .Para objetos que están lejos.



Vamos a hacer 10 frases con los elementos que acabamos de repasar.

1. These are rocks
2.