When dividing a third degree polynomial by a second degree polynomial, the quotient will always be a first degree polynomial. Therefore, the correct statement that is always true is:
The quotient is a first degree polynomial.
Select the statement that is always true when dividing a third degree polynomial by a second degree polynomial.(1 point) Responses The quotient includes a fraction. The quotient includes a fraction. The quotient includes a zero term. The quotient includes a zero term. There will be a remainder. There will be a remainder. The quotient is a first degree polynomial.
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