Mathematics, 19.02.2020 03:27 cheergirlkr4746
Annie and Alvie have agreed to meet between 5:00 P. M. and 6:00 P. M. for dinner at a local health-food restaurant. Let X = Annie's arrival time and Y = Alvie's arrival time. Suppose X and Y are independent with each uniformly distributed on the interval . (a) What is the joint pdf of X and Y? f(x, y) = . 5 ≤ x ≤ 6, 5 ≤ y ≤ 6 (b) What is the probability that they both arrive between 5:15 and 5:45? (c) If the first one to arrive will wait only 5 min before leaving to eat elsewhere, what is the probability that they have dinner at the health-food restaurant?
Answers: 2
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Annie and Alvie have agreed to meet between 5:00 P. M. and 6:00 P. M. for dinner at a local health-f...
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