If a, m, n are positive integers, than {m√n√a}^mn is equal to

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M and N are positive integers such that M=p^2q^3 r and N=p^3q^2, where p,q,r are prime numbers. Find M and N are positive integers such that M=p^2q^3 r and N=p^3q^2, where p,q,r are prime numbers. Find