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Geometría: rectas y simetría

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Geometría: rectas y simetría

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Quiz sobre rectas, paralelas, perpendiculares y simetría

Created by

Anair Laura Menacho
Anair Laura Menacho
Bolivia

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Geometría: rectas y simetría
 

Geometría: rectas y simetríaOnline version

Quiz sobre rectas, paralelas, perpendiculares y simetría

by Anair Laura Menacho
1

¿Qué define a dos rectas paralelas?

2

Si dos rectas son perpendiculares, ¿qué relación de pendientes tienen?

3

¿Qué es la simetría axial en una figura?

4

¿Qué tipo de recta corta a dos rectas paralelas?

5

¿Qué indica la simetría respecto a una recta?

6

¿Qué son los ángulos alternos internos?

7

¿Qué significa ‘ángulos correspondientes’?

8

Si una figura tiene un eje de simetría, ¿qué pasa al reflejarse sobre ese eje?

9

¿Qué se entiende por recta normal a una curva en un punto?

10

¿Qué indica que dos rectas sean perpendiculares en un plano?

Explicación

Las paralelas no tienen puntos de intersección.

Pendientes m1*y m2 = -1 para rectas no verticales.

La recta de simetría es el eje de reflexión.

Una transversal corta a ambas paralelas.

La recta de simetría divide la figura en partes iguales.

Se forman entre las líneas paralelas en lados opuestos.

Correspondientes están en la misma esquina relativa.

El eje de simetría deja invariante la figura al reflejar.

La normal es perpendicular a la tangente en el punto de contacto.

La perpendicularidad implica un ángulo recto.

 
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