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Froggy Jumps
Froggy Jumps

Teorema de Tales

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Teorema de Tales

Froggy Jumps

Played 7
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About this activity

El objetivo de esta actividad es evaluar la comprensión del Teorema de Tales, la interpretación de problemas geométricos y la aplicación de la proporcionalidad en algunos contextos, fortaleciendo el razonamiento matemático.

Created by

WILLIAM FERNANDO ECHEVERRIA LOPEZ
WILLIAM FERNANDO ECHEVERRIA LOPEZ
Colombia

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Teorema de Tales
 

Froggy Jumps

Teorema de TalesOnline version

El objetivo de esta actividad es evaluar la comprensión del Teorema de Tales, la interpretación de problemas geométricos y la aplicación de la proporcionalidad en algunos contextos, fortaleciendo el razonamiento matemático.

by WILLIAM FERNANDO ECHEVERRIA LOPEZ
1

Un estudiante mide 1.6 m y su sombra es 2 m. Un árbol proyecta una sombra de 8 m. ¿Cuál es su altura?

2

Un poste de 3 m proyecta una sombra de 2 m. Un edificio proyecta una sombra de 12 m. ¿Cuál es su altura?

3

El Teorema de Tales se utiliza principalmente para:

4

Si dos triángulos son semejantes, entonces:

5

¿En qué situación se aplica el Teorema de Tales?

6

Una persona de 1.5 m tiene sombra de 2 m. Un árbol tiene sombra de 8 m. ¿Altura del árbol?

7

El Teorema de Tales permite:

8

La proporcionalidad en Tales significa que:

 
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