Question

if x^91+91 is divided by x+1 then the remainder is​

Answer 1

Answer:

remainder is 90

Step by step explanation:

According to the remainder theorem when the remainder f[x] is divided by x+a then we should f [(x)] =[(a)]

So simply substitute x=a as -1 in the expression to get remainder

f[(-1)]= [-1]⁹¹+91=[-1+91]=90

So the remainder is simply 90

Answer 2

Answer:

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