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What is the least possible number with exactly five distinct factors?
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@TuringTest
@tkhunny
@Xavier
a^m, with a=prime number and m=positive integer will have (m+1) factors let assume a=2 (because 2 is the smallest of prime numbers), then m must be 4 (4+1=5) so, it is 16
16 = 2^4 -----> it has (4+1) factors 16 = {1,2,4,8,16} ----> 5 factors
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