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There are an infinite number of prime factorizations with exactly three factors. Without something more specific, we won't be able to narrow it down.

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Q: Which weights have a prime factorization of exactly 3 factors?
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Related questions

Is it true that prime factorization renames a composite number as the product of prime factors?

Yes, that is exactly what it does!


What is the prime factorization of the smallest positive integer that has exactly 31 factors?

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The smallest positive integer that has exactly 6 factors is 12. To determine the number of factors an integer has, we can use its prime factorization. In the case of 12, its prime factorization is 2^2 * 3, which means it has (2+1)(1+1) = 6 factors.


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When you expand a number into it's prime factors it is called?

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