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Divisibility Test of 10 and 5

If n is an od...

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If n is an odd positive integer, then n^2-1 is always divisible by?

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n

is an odd positive integer, then

n^{2} - 1

is always divisible by

P^{2} - 1

is always divisible by (if P is an odd positive integer)

n

is an odd positive integer, then

a^{n} + b^{n}

is divisible by

n^{2} - 1

is divisible by

8

, if n is an odd positive integer.

n

is an odd integer then show that

n^{2} - 1

is divisible by 8

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