miércoles, 3 de junio de 2020

MIÉRCOLES 3 DE JUNIO DE 2020

BUENOS DÍAS CLASE

HOY ES MIÉRCOLES 3 DE JUNIO DE 2020

HABÉIS HECHO MUY BIEN VUESTROS TRABAJOS DE PREHISTORIA.

USAD EL CORREO

ana.saco1800@gmailcom  que no da problemas.

NO olvidéis vuestro rato diario de lectura.

Vamos a empezar como todos los días con 

MATEMÁTICAS

REPASO

1. Fracciones

  1/ 4    + 2/ 4  + 3/4    Representa esta fracción; vas a necesitar más de una unidad

3/ 7 -  1/7

1/7  x   3/6      Recuerda que era muy fácil numerador por numerador y denominador por denominador.

1/7 :   3/6   Os recuerdo

Numerador 1 x 6    Denominador 7 x 3  Total 6/21

2/8  :  1/3

2.Multiplica


  2087  x 10    2087 x 100    2087  x 1.000       2087 x 105

3.  Problema

La atleta Ruth Beitia en 1.998  saltó  una altura de 1,89 metros.
En el año 2.014 consiguió saltar 2,01
¿Cuánto ha mejorado su marca?

NUEVO GEOMETRÍA 
ÁREA DE UN TRIÁNGULO.



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

ÁREA DE UN TRIÁNGULO.

El área o superficie del triángulo que veis sería toda la parte coloreada de amarillo.

Muchas veces cuando calculáis el área del triángulo se os olvida dividir entre dos.

Siempre hay que expresar si el resultado son cm cuadrados o metros cuadrados. No vale contestar Área 14 .

TAREA



https://luisamariaarias.files.wordpress.com/2011/07/c3a1rea-del-tric3a1ngulo-a-partir-del-c3a1rea-del-rectc3a1ngulo-o-cuadrado.jpg?w=500&h=306Como veis la altura no tiene que estar siempre en el centro de la base

LENGUA

Hoy en lengua terminamos el trabajo sobre el CÓMIC

Creo que la tarea no es difícil y os va a gustar.

Nos centramos en las páginas 230 y 231 y hacemos los ejercicios 1,2,3 y 4.

Por supuesto, como todos los días dedicamos un rato a la lectura, para entrenar y para divertirnos.