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Problem Solving (PS) | Re: If 13!/2^x is an integer, which of the following represents all possib

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yiyanf wrote:

grimm1111 wrote:
jedit wrote:
If\(\frac{13!}{2^x}\) is an integer, which of the following represents all possible values of\(x\) ?

A -\(0\leq{x} \leq{10}\)
B - \(0 < x < 9\)
C -\(0\leq{x} < 10\)
D -\(1\leq{x} \leq{10}\)
E -\(1 < x < 10\)

Original question didn't have it but I think\(x\) has to be a non-negative integer for this to be a viable question.

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