Math, asked by deepak7480079, 1 year ago

If p is a single digit number (0 - 9) such that p^n – p is always divisible by 5, where n is a natural number, then how many values can p take?

Answers

Answered by en2304
1

Only 5 is the no. that can fit the conditions. 5 is a no. between 0-9 and 5^n is always divisible by 5. Therefore p can only take 1 value that is 5.

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