1. A distribution has survival function S(x)= = 1 x-12-n 4" (n-1)(1+(n-1)(2-x))+2" ((n-1)(2-x)-1) 16" (n-1)-8" if x 1 if 2x2n+1 1 - n if 2 x < 2 n < - where n 0. How does the tail weight of this distribution compare to that of a Weibull distribution with 7 = 0.5 and 0 = 1, when tail-weight is assessed by (a) Asymptotic behaviour of hazard rate. (b) Existence of moments.