Question
If n ∈ N, then x2n−1+y2n−1 is divisible by
Answer: Option A
:
A
x2n−1+y2n−1 is always contain equal odd power.
So it is always divisible by x + y.
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:
A
x2n−1+y2n−1 is always contain equal odd power.
So it is always divisible by x + y.
Was this answer helpful ?
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