Cuestionario

Resuelve el siguiente ejercicio y seleccione la respuesta correcta:[i][br][b] P (x) = 5 x[sup]3[/sup] + 3 x[sup]2[/sup] − 3 x + 4 y[/b][/i][b][br][i]  Q(x) = −4 x[sup]3 [/sup]+ 2 x − 6[/i][/b]
¿Cómo se clasifican los polinomios?
La gráfica de una función polinómica corta al eje Y en (0,a0)
Determinar la pendiente de la ecuación y = 2x + 1[br][img]data:image/png;base64,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[/img]
Seleccione la característica de las funciones polinómicas, entre las siguientes opciones:
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Information: Cuestionario