if a polynomial of degree 5 is divided by linear polynomial then the degree of remainder is
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Then after multiplying with the quadratic polynomial, the resulting polynomial will have degree 4 which should not be possible here since we want a degree of 3. Thus, we can infer that either the degree of the remainder is always 0 or 1 when a cubic polynomial is divided by a quadratic polynomial.
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Then after multiplying with the quadratic polynomial, the resulting polynomial will have degree 4 which should not be possible here since we want a degree of 3. Thus, we can infer that either the degree of the remainder is always 0 or 1 when a cubic polynomial is divided by a quadratic polynomial.
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