1.

(a^n - b^n) is always divisible by (a - b). If n is-(A) odd number(B) even number(C) natural number(D) prime number​

Answer»

ANSWER:

LET b=0

now, we can write

{a}^{n} - {b}^{n}

as

{a}^{n}

and a-b = a (because we let b=0)

now a^n can be DEVIDED by a if a is NATURAL NUMBER


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