Unformatted text preview: λeλx and λeλy respectively. Let Z = X + Y . Find the conditonal PDF of X given Z = z . Problem 4 Let X and Y be two random variables that are independent and uniformly distributed over the interval [0 , 1] . Find the CDF and PDF of  XY  . Problem 5 Find c and the PDF of the continuous random variable X associated with the moment generating function M X ( s ) = c. 3 3s + 3 4 . 7 7s ....
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 Spring '07
 BARD
 Probability theory, Random Processes Instructor

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