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Hipérbolas - Instituto Nuevos Aires

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Hipérbolas - Instituto Nuevos Aires

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About this activity

Actividad realizada para la presentación de Matemática acerca de las hipérbolas.
Integrantes: Dante Camauer, Santiago Cerioli, Maku Martinez, Gabriela Meneghetti, Agustín Sattler, Jana Wabnik.

Created by

Sattler Agustin
Sattler Agustin
Argentina

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Hipérbolas - Instituto Nuevos Aires
 

Hipérbolas - Instituto Nuevos AiresOnline version

Actividad realizada para la presentación de Matemática acerca de las hipérbolas. Integrantes: Dante Camauer, Santiago Cerioli, Maku Martinez, Gabriela Meneghetti, Agustín Sattler, Jana Wabnik.

by Sattler Agustin
1 Centro 2 Asíntota 3 Foco 4 Vértice 5 Eje Transversal 6 Eje Conjugado

Explicación

El punto medio del segmento de recta que une los dos focos. Es el centro de simetría de la hipérbola.

Son dos líneas rectas que pasan por el centro de la hipérbola y a las cuales las ramas de la hipérbola se aproximan infinitamente, sin llegar a tocarlas.

Los dos puntos fijos en el plano que definen la hipérbola

Son los puntos donde la hipérbola intersecta al eje focal o transversal. Son los puntos más cercanos entre las dos ramas de la hipérbola.

Es la línea recta que pasa por los focos y los vértices.

Es la línea recta perpendicular al eje focal que pasa por el centro de la hipérbola.

 
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