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Froggy Jumps
Froggy Jumps

Volumen y Geometría: Desafío de Figuras

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Volumen y Geometría: Desafío de Figuras

Froggy Jumps

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About this activity

Razonamiento y cálculos de volumen

Created by

Hugo Saritama Chérrez
Hugo Saritama Chérrez
Ecuador

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Volumen y Geometría: Desafío de Figuras
 

Froggy Jumps

Volumen y Geometría: Desafío de FigurasOnline version

Razonamiento y cálculos de volumen

by Hugo Saritama Chérrez
1

Una figura está formada por la unión de dos prismas rectangulares. ¿Qué operación debes realizar?

2

Se tiene un prisma rectangular con un hueco interior más pequeño. ¿Qué debes hacer?

3

Para saber cuántos metros de alambre se necesitan para rodear un terreno, se debe calcular:

4

Para determinar cuánta agua puede almacenar una piscina, se debe calcular:

5

Para conocer cuántas baldosas se necesitan para cubrir el piso de un aula, se debe calcular:

6

Rectángulo 5 cm × 6 cm, ¿qué se determina para conocer la superficie?

7

Para conocer cuántas baldosas se necesitan para cubrir el piso de un aula, se debe calcular:

8

Para saber cuántos litros de pintura caben en un balde, se debe calcular:

9

Para saber cuánto aire puede contener un globo, se debe calcular:

10

Calcular e indique el volumen de la siguiente figura geométrica:

11

Calcular e indique el volumen de la siguiente figura geométrica:

12

Calcular e indique el volumen de la siguiente figura geométrica:

 
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