Lets say you have X and Y, where the joint density function for X and Y is uniform over the region defined by 0<=x<=y<=L, where L is some positive constant.
The question asks for the expected value of the squares of X and Y.
I am having trouble visualizing what such a distribution would...
The problem is the following;
N has a geometric distribution with Pr(N=0)>0. M has a Poisson distribution. You are given:
E(N) = E(M); Var(N) = 2Var(M)
Calculate Pr (M>1).
From general knowledge we know that the expected value of a variable in a geometric distribution E(N) =...