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Froggy Jumps
Froggy Jumps

Desafíos del Teorema de Pitágoras

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Desafíos del Teorema de Pitágoras

Froggy Jumps

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About this activity

Problemas prácticos para aplicar Pitágoras.

Created by

Wendy Lucia Beltran Tapia
Wendy Lucia Beltran Tapia
Mexico

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Desafíos del Teorema de Pitágoras
 

Froggy Jumps

Desafíos del Teorema de PitágorasOnline version

Problemas prácticos para aplicar Pitágoras.

by Wendy Lucia Beltran Tapia
1

Un triángulo rectángulo tiene catetos 3 m y 4 m. ¿Cuál es la hipotenusa?

2

Una escalera de 13 m apoya en la pared y forma 5 m desde la base hasta la pared. ¿Altura de la pared?

3

Un tobogán tiene una base de 9 m y la altura es 12 m. ¿Cuánto mide la pendiente (hipotenusa)?

4

Una habitación de 8 m de ancho y 6 m de largo tiene una esquina recta. ¿Cuánto mide la diagonal (puerta accesible desde la esquina)?

5

Un televisor está a 2 m de la esquina y la altura del soporte es 1.5 m. ¿Cuál es la distancia diagonal desde el suelo hasta la esquina del telón? (hipotenusa de 2 y 1.5)

6

Una rampa de acceso tiene 5 m de altura y 12 m de base. ¿Longitud de la rampa? (hipotenusa)

7

Un triángulo rectángulo tiene un cateto de 7 m y la hipotenusa de 25 m. ¿Cuál es el otro cateto?

8

Una cerca forma un triángulo rectángulo con un lado de 9 m y la hipotenusa de 15 m. ¿Qué longitud tiene el otro lado?

9

En una cancha, la diagonal de un área rectangular mide 20 m y un lado es 12 m. ¿Cuánto mide el otro lado?

 
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