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Geometría en la Vida Real

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Geometría en la Vida Real

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Perímetro y área de un jardín

Created by

Jhon Carvajal
Jhon Carvajal
Dominican Republic

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Geometría en la Vida Real
 

Geometría en la Vida RealOnline version

Perímetro y área de un jardín

by Jhon Carvajal
1

María quiere colocar una cerca alrededor de un jardín rectangular. El jardín mide: Largo = 12 metros Ancho = 8 metros ¿Cuál es el perímetro del jardín?

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2

María quiere colocar una cerca alrededor de un jardín rectangular. El jardín mide: Largo = 12 metros Ancho = 8 metros ¿Cuántos metros de cerca necesitará María?

Respuesta escrita

3

María quiere colocar una cerca alrededor de un jardín rectangular. El jardín mide: Largo = 12 metros Ancho = 8 metros ¿Cuál es el área del jardín?

4

En el patio de la escuela hay un jardín con forma de triángulo. Si la base mide 10 metros y la altura es de 5 metros. Fórmula: A= b x a / 2 ¿Cuál es su área?

5

Se está construyendo una piscina circular. Si el radio de la piscina es de 4 metros. Fórmula: pi (3.14) multiplicado por el radio del círculo elevado al cuadrado (r²). ¿Cuántos metros de valla se necesitan para rodearla?

Explicación

Perímetro = suma de todos los lados de una figura.

Perímetro = suma de todos los lados de una figura.

Área = superficie que ocupa una figura. Área del rectángulo: Área = Base × Altura

Área = superficie que ocupa una figura. Área del triángulo: Área = Base × Altura / 2

Área = superficie que ocupa una figura. Área del círculo: Área = Pi (3.14) × r²

 
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