Annie and Alvie have agreed to meet for lunch between noon (0:00 P.M.) and 1:00 P.M. Denote Annie’s arrival time by X, Alvie’s by Y, and suppose X and Y are independent with pdf’s
What is the expected amount of time that the one who arrives first must wait for the other person? [Hint: h(X, Y) = | X – Y | .]
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