Part 1: Let x be poisson distributed with mean 4 and y be poisson distributed with mean 2. calculate P(X=2/ X+Y=3). Part 2: Let x be a continuous random variable with distribution function f(x)= { 1- 1/x^3 for x >1 { 0 for x < or = 1 (a) find E(X) (b) find Var(X) Solution ohhh I thought that this is density function... Now density= 3/x^4... E(X)= integral x*density from 1 to infinity=3/2... E(X^2)= integral x^2*density from 1 to infinity=3... Var(X)- E(X^2)-(E(X))^2=3/4.... plz rate me 5 now!!!.