Fix b > 1. If m, n, ......... (DUE IN 1 HOUR!) 1. The problem statement, all variables and given/known data Fix b > 1. If m, n, p, q are integers, n > 0, q > 0, and r = m/n = p/q, prove that (bm)1/n = (bp)1/q 2. Relevant equations For every real x > 0 and every integer n > 0 there is one and only one positive real y such that yn = x. 3. The attempt at a solution This is what I have so far. I could use a helpful hint or two to put the final nail in this coffin.