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What are some numbers that have an even number of factors?

Updated: 8/18/2019
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13y ago

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One subset is prime numbers, since their factors are only 1 and the number itself.

Other than that, there are many ways to end up with an even number of factors.

The general equation for the number of factors is (p1+1)(p2+1) ... (p3 + 1) where the p values are the exponents of the prime factors of the number. So, as long as at least one prime factor is represented oddly (i.e., there is only 1, 3, 5... so on factors of that value in the prime factorization), then the number will have an even number of factors.

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Q: What are some numbers that have an even number of factors?
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