Question 2. Let p 2 1 and g be real numbers. (a) Show that there is some positive integer No such that (111(1))? 1'13 is decreasing for 1: > No. (b) Show that x . q 111(L) / (hiInd): = linl / Iqea'mxdl ; l \\h '1'\" Lm rim-'0) (c) When 13 = 1, for what values of q, the series x (ln(n '7 2,?) n=2 is convergent. ((1) \"711011 1) > 1) for what values of (11 the series 0C 111 n " Z( 1) n=2 is convergent