\( n \in N \), then \( x^{2 n-1}+y^{2 n-1} \) is divisible by (A) \( x+y \) (B) \( x-y \) (C) \(...
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0\( n \in N \), then \( x^{2 n-1}+y^{2 n-1} \) is divisible by
(A) \( x+y \)
(B) \( x-y \)
(C) \( x^{2}+y^{2} \)
(D) none of these
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