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sigma over phi
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Let \[σ(n)\] be the sum of the positive divisors of an integer n and \[ϕ(n)\] be the number of positive integers smaller than n that are coprime to n. If p is a prime number, what is the maximum value \[\huge \frac{ σ(p)}{ϕ(p)}\]
what?
lol its elementary number theory
You may choose to read the following blog post on Euler's Theorem
is it\[\frac{p+1}{p-1}\]
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@shubhamsrg @UnkleRhaukus
I am also stuck on this question at the moment.
@satellite73 @phi @ajprincess
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