Función Cuadrática - forma factorizada

La gráfica que se muestra a continuación corresponde a una función cuadrática de forma factorizada: [math]f\left(x\right)=a\left(x-x_1\right)\left(x-x_2\right)[/math]. Asigna valores a los parámetros a, [math]x_1[/math] y [math]x_2[/math]. Observa cómo se transforma la gráfica de la función. ¿Qué cambia y qué se conserva al cambiar los parámetros?
Pregunta 1
De acuerdo con tus observaciones ¿cuál de las siguientes ecuaciones corresponde a la gráfica que se muestra a continuación?[br][img]data:image/png;base64,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[/img]
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Information: Función Cuadrática - forma factorizada