Given that p is a prime number- p 2- p 27- 1 - p - is always divisible by-A- 25B- 23C- none of theseD- 27

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Divisibility Rule for 11

Given that p ...

Question

Given that p is a prime number. p²[p²⁷-] is always divisible by?

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none of these

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p^{2} (p^{27} - \frac{1}{p})

If n ∈ N, then $7^{2 n}$ + $2^{3 n - 3}$ . $3^{n - 1}$ is always divisible by

27 - [18 - {16 - (5 - \bar{4 - 1})] = ?

P = a \times b \times c

a, b, c

a

n ϵ N, 7^{2 n} + 2^{3 n - 3}

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