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Congruencia de Triángulos

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Congruencia de Triángulos

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Quiz sobre criterios y propiedades

Created by

Rosselyn Montes
Rosselyn Montes
Peru

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Congruencia de Triángulos
 

Congruencia de TriángulosOnline version

Quiz sobre criterios y propiedades

by Rosselyn Montes
1

¿Qué criterio de congruencia se usa cuando dos lados y el ángulo incluido son iguales?

2

Si dos triángulos tienen sus tres lados iguales, ¿qué criterio aplica?

3

¿Qué criterio utiliza dos ángulos y el lado no incluido?

4

En triángulos rectángulos, ¿qué criterio usa la hipotenusa y un cateto?

5

Si dos triángulos son congruentes, ¿sus ángulos correspondientes son?

6

¿Qué implica la congruencia respecto al perímetro?

7

¿Qué implica la congruencia respecto al área?

8

¿Qué significa mantener la misma correspondencia de vértices para dos triángulos?

9

¿Qué clase de transformaciones conservan la congruencia entre triángulos?

10

¿Qué afirma 'congruencia por SAS'?

Explicación

SAS: dos lados y el ángulo incluido son iguales, entonces los triángulos son congruentes.

SSS: tres lados iguales aseguran congruencia, independientemente de la forma.

AAS: dos ángulos y un lado no incluido bastan para congruencia.

HL (Hipotenusa- Cateto) aplica solo a triángulos rectángulos.

Por correspondencia, los ángulos correspondientes son iguales.

Triángulos congruentes tienen perímetros iguales.

Triángulos congruentes tienen áreas iguales.

La correspondencia define qué ángulo y lado corresponde entre triángulos.

Rotación, traslación y reflexión conservan la congruencia.

SAS garantiza congruencia si dos lados y el ángulo entre ellos son iguales.

 
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