Question

A polynomial of degree 5 is divided by a quadratic polynomial. If it leaves remainder then the degree of remainder is​

Answer 1

Hey buddy here is your answer

It depends on the equations given

For example - x^5+x^4+x^3+x^2+x+1 ÷ x^2+x+1

The remainder is 1 and the degree of 1 is zero as 1 is a constant polynomial.

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-Hermione

Answer 2

Answer:

Step-by-step explanation:

From ur question degrees are

P(x) = a^5

G(x) = a^2

Then Q(x) = a^(5-2) = a^3

And R(x) = a^1 and it is same at all form of degrees in P(x) and others.

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