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The "length" of a positive integer greater than \(1\) is the number of prime numbers, including repeats, that are factor

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The "length" of a positive integer greater than \(1\) is the number of prime numbers, including repeats, that are factor

by M7MBA » Sun Aug 15, 2021 2:48 pm

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The "length" of a positive integer greater than \(1\) is the number of prime numbers, including repeats, that are factors of that integer. For instance, the length of \(20\) is \(3,\) because \(2\times 2\times 5=202\times 2\times 5=20.\) What is the length of \(5,950?\)

A. 1
B. 2
C. 3
D. 4
E. 5

Answer: E

Source: Manhattan GMAT
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