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Varios Teoremas en Triángulos

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Varios Teoremas en Triángulos

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Identificar y relacionar correctamente los Teoremas de Tales, Razón de Semejanza y Pitágoras y sus aplicaciones en los triángulos. Haz click o contesta lo que se pide en cada caso, leyendo detenidamente las instrucciones de cada reactivo.

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Parra Cordero Francisco Javier
Parra Cordero Francisco Javier
Mexico

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Varios Teoremas en Triángulos
 

Varios Teoremas en TriángulosOnline version

Identificar y relacionar correctamente los Teoremas de Tales, Razón de Semejanza y Pitágoras y sus aplicaciones en los triángulos. Haz click o contesta lo que se pide en cada caso, leyendo detenidamente las instrucciones de cada reactivo.

by Parra Cordero Francisco Javier
1

Representa una relación de proporcionalidad entre segmentos correspondientes de los lados de un triángulo.

2

Características y condiciones geométricas para reproducir las figuras con todas sus propiedades de manera proporcional.

3

Siendo catetos x, y, la expresión que representa al Teorema de Pitágoras en el triángulo XYZ es:

4

Indica una relación de proporcionalidad entre los lados homólogos de dos triángulos semejantes:

5

Dos triángulos semejantes están a razón de 3 : 1. Si en el triángulo menor sus lados miden 6 cm., 9 cm. y 12 cm., ¿Cuánto miden los lados del otro triángulo?

6

Siendo una recta paralela a un lado de un triángulo, los segmentos correspondientes de un lado de un triángulo miden 4 mts. y 12 mts. Si en otro lado el segmento mayor mide 18 mts., ¿Cuánto mide el correspondiente?

7

La hipotenusa de un triángulo rectángulo isósceles mide 7.071 cm. ¿Cuánto miden cada uno de los catetos?

8

Escribe solamente el número exacto, sin unidades, que indica la longitud de la diagonal de un terreno rectangular de 9 de ancho por 12 de largo:

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