If (x power n + y power n) is divisible by (x+y) then n is
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Step-by-step explanation:
x^n + y^n will be divisible by (x + y) provided n is odd.
It won't be divisible if n is even.
As a matter of fact, the complete formula would be:
xn+yn=(x+y)(xn−1−xn−2∗y+xn−3∗y2......+yn−1)
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