[size=100][size=150]Una función senoidal es una función de la forma: [math]f\left(x\right)=a\cdot sen\left(b\left(x-h\right)\right)+k[/math] o [math]f\left(x\right)=a\cdot cos\left(b\left(x-h\right)\right)+k[/math]. Las características de sus gráficas se muestran a continuación[/size][/size]
[size=150]Selecciona la función que quieres explorar. Asigna valores a los parámetros a, b, h y k. Observa qué ocurre en la gráfica de la función. ¿Cuáles de sus características gráficas cambian y Cuales se conservan al modificar alguno de los parámetros?[/size]
Selecciona las ecuaciones que corresponden a la siguiente gráfica[br][img]data:image/png;base64,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[/img]
Selecciona la gráfica que corresponde a la función: [math]f\left(x\right)=-4sen\left(2x\right)[/math]