Question

What is the remainder when x^4+1 is divided by x-2.


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Answer 1

Answer:

remainder theorem; is a polynomial P(x) is divided by (x-a), then the remainder,

R=P(a)

thus ,here ,let p(x) = x^4 +1

is divided by x-2.

thus the remainder,

R=p(2)

=(2)^4 +1

=16+1

=17.

thus ,when the given polynomial is divided by ,(x-2) then ,the remainder will be 17.

you may also find the remainder, using long division method...

I hope it would help you.

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Answer 2

hope it helps you plz mark me as a brainlist