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Intersección línea-parábola

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Intersección línea-parábola

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Solución gráfica de un sistema

Created by

angel sarango
angel sarango
Ecuador

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Intersección línea-parábola
 

Intersección línea-parábolaOnline version

Solución gráfica de un sistema

by angel sarango
1

¿Qué representa la intersección de la recta y la parábola en un sistema de dos ecuaciones?

2

Si la recta es y = mx + b y la parábola es y = ax^2 + cx + d, ¿cómo se obtiene la intersección gráficamente?

3

Al resolver por métodos gráficos, ¿qué se observa en las intersecciones?

4

¿Qué indica una intersección única entre la recta y la parábola?

5

Si hay dos intersecciones, ¿qué significa para el sistema?

6

¿Qué herramienta gráfica se usa para localizar la intersección?

7

¿Qué indica una intersección doble (tangente) entre recta y parábola?

8

Si la recta tangente toca la parábola, ¿cuántas soluciones hay?

9

¿Qué significa que el sistema tenga dos intersecciones distintas?

10

¿Qué papel juega la discriminante al resolver algebraicamente este sistema?

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