For all positive integral values of $n, x^{2n-1}+y^{2n+1}$ is divisble by

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For all positive integral values of $n, x^{2n-1}+y^{2n+1}$ is divisble by

E

Editor

Sep 18, 2022

For all positive integral values of $n, x^{2n-1}+y^{2n+1}$ is divisble by

Difficulty: Easy

A:

x-y

B:

x+y

C:

x^{2}+y^{2}

D:

x^{2}+xy

ID: 63273db9ca83163ac3a116df