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parte 1. complete el cociente con los coeficientes correctos. Si el termino es negativo, entre el signo de menos antes del coeficiente. Al dividir P(x)=

parte 1. complete el cociente con los coeficientes correctos. Si el termino es negativo, entre el signo de menos antes del coeficiente.

Al dividir P(x)= 12x^3 + 16x^2+87x - 15 entre D(x)=6 x-1, el cociente es:

Q(x)= ____x^2 + ____x + ____

parte 2.

complete el cociente con los coeficientes correctos. Si el termino es negativo, entre el signo de menos antes del coeficiente.

Al dividir P (x)= 2x^3 + 11x^2 -3x - 60 entre D(x) = x+4 el cociente es

Q(x)= ____x^2 + ____x + _____

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