If p is an integer greater than 1, such that p divided by 4 yields a remainder of 0, which of the following could be a prime number? a) p/4 b) 2 radical p c) p/3 d) p e) 2p

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If p is an integer greater than 1, such that p divided by 4 yields a remainder of 0, which of the following could be a prime number? a) p/4 b) 2 radical p c) p/3 d) p e) 2p

Mathematics
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It's not e. Otherwise the number would be divisible by 2 -> not prime It can't be A. The answer is C because P must be even (divided by 4) while prime numbers must be odd. C is the only answer that divides by an odd term, which is necessary to arrive at a prime number. For example, 12/4 = 3 3 is greater than one and prime. The question indicates only one answer is correct. Thus, C.
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