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The quotient form states that:a) The polynomial P(x) is equal to the quotient Q(x) plus the reminder Rb) The reminder R will always be a non-zero numberc) The polynomial P(x) is equal to the divisor d(x) times the quotient Q(x) plus the reminder Rd) The divisor d(x) is always a factor of P(x)

Respuesta :

If we have a polynomial P(x) and divide it by d(x) we get

[tex]P(x)=d(x)\cdot Q(x)+R(x)[/tex]

It's similar to what happens in normal divisions.

Therefore, the correct statement is:

c) The polynomial P(x) is equal to the divisor d(x) times the quotient Q(x) plus the reminder R

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