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If \(x\) represents the number of positive factors of integer \(y,\) is \(x\) odd?

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by Vincen » Sat Dec 04, 2021 2:06 pm

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If \(x\) represents the number of positive factors of integer \(y,\) is \(x\) odd?

(1) \(y = n!\) where \(n\) is a positive integer greater than \(1.\)
(2) \(y = m^2 - 1\) where \(m\) is a positive integer greater than \(1.\)

Answer: D

Source: Veritas Prep
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