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Construcción con regla y compás

Created by

JUAN ALFREDO SIERRA ESPARZA
JUAN ALFREDO SIERRA ESPARZA
Mexico

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Rectas y puntos notables en triángulos
 

Rectas y puntos notables en triángulosOnline version

Construcción con regla y compás

by JUAN ALFREDO SIERRA ESPARZA
1

El incentro coincide con el circuncentro en todo triángulo.

2

La intersección de las medianas da el circuncentro.

3

La recta de Euler pasa por el circuncentro, el ortocentro y el baricentro (centroide).

4

El incentro es el centro de la circunferencia inscrita y se halla en la intersección de los ángulos bisectores.

5

El circuncentro es la intersección de las perpendicular bisectors de los lados.

6

La recta de Euler no existe en geometría euclideana.

7

El ortocentro siempre se halla fuera del triángulo.

8

El ortocentro es la intersección de las alturas.

9

El punto medio de un lado no se puede construir con regla y compás.

10

El centroide es la intersección de las medianas de un triángulo.

 
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