I know how to prove this for a general case using Eisenstein criterion but not for all of p and q

If p and q are prime numbers and p does not = q, then x^5-p^5*q contained in Z(x) is irreducible in Q(x).

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- May 1st 2007, 09:14 AMchadlyterUsing eisenstein
I know how to prove this for a general case using Eisenstein criterion but not for all of p and q

If p and q are prime numbers and p does not = q, then x^5-p^5*q contained in Z(x) is irreducible in Q(x). - May 1st 2007, 11:29 AMThePerfectHacker