Asked by David Vader Smith Wise Brown
Let k be a positive integer and p a prime number. Show that if p^2 is a factor of k, but p^3 is not a factor of k, this implies that k^(1/3) is not a rational number.
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Answers
Answered by
Sam
Do the coursework yourself you lazy bum.
Answered by
someone else doing analysis
as sam said
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