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Distancia punto - recta

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Distancia punto - recta

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El alumno sabe obtener la distancia más corta desde un punto a una recta en el mismo plano.
De igual manera, identifica el fenómeno de perpendicularidad entre rectas.

Created by

Parra Cordero Francisco Javier
Parra Cordero Francisco Javier
Mexico

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Distancia punto - recta
 

Distancia punto - rectaOnline version

El alumno sabe obtener la distancia más corta desde un punto a una recta en el mismo plano. De igual manera, identifica el fenómeno de perpendicularidad entre rectas.

by Parra Cordero Francisco Javier
1

Calcula la distancia mínima del punto C, a la recta dada. Escribe el resultado, sólo el número aproximado en centésimas. Sabemos que son unidades lineales.

Respuesta escrita

2

¿Cuánto mide la distancia del punto P(-3, 2) a la recta X+Y-3=0 ? Escribe sólo el resultado, aproximado hasta centésimas, sin unidades.

Respuesta escrita

3

Observa el esquema, enseguida analiza y deduce el valor de las pendientes de cada una. Escribe de manera ordenada el valor de la pendiente de la recta "m" y enseguida el valor de la pendiente de la recta "n", separados solamente por una coma, sin espacios.

Respuesta escrita

4

Las rectas de este esquema son perpendiculares. ¿Cuál es la pendiente de la recta "p" ?

5

Las rectas de este esquema son perpendiculares. ¿Cuál es la pendiente de la recta "q" ?

 
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