is x power 49 + 49 is divided by (x+1)then what is the remainder
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So.. Let f(x) = x^49 +49
If we divide it by (x+1)..then the remainder is.. (By remainder theorem)=f(-1)=(1)^49 +49=-1+49=48
If we divide it by (x+1)..then the remainder is.. (By remainder theorem)=f(-1)=(1)^49 +49=-1+49=48
Answered by
13
remainder will be 48
x^49 + 49 is divided by (x + 1) we have to find the remainder.
according to remainder Theorem , if y = f(x) is divided by (x + a) then, remainder will be f(-a).
from above theorem,
f(x) = x^49 + 49 is divided by (x + 1)
so, remainder = f(-1) = (-1)^49 + 49 = -1 + 49 = 48
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