solve it quickly I will give upvotes

Problem 4: A random process X(t) is described by the following: X (t) = rect [%] where A is a RV that is uniformly distributed between 1 and 2, and rect(t) is the rectangular pulse that is centered at 0 and has Width 1. Find a) PDF of X (t) for all time. b) E[X(t)] c) E[X2(r)] 2 d) 0X9)