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let-m-n-denotes-any-two-possitive-relative-prime-integers-then-prove-that-mn-m-n-




Question Number 47036 by 23kpratik last updated on 04/Nov/18
let m,n denotes any two possitive,relative prime integers, then prove that φ(mn)=φ(m)∙φ(n)
$${let}\:{m},{n}\:{denotes}\:{any}\:{two}\:{possitive},{relative}\:{prime}\:{integers},\:{then}\:{prove}\:{that}\:\phi\left({mn}\right)=\phi\left({m}\right)\centerdot\phi\left({n}\right) \\ $$

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