Unformatted text preview: win by drawing his/her own number – player 1 wins by drawing a 1, player 2 wins by drawing a 2, etc. • The game stops when someone wins, otherwise it keeps going. The marbles are drawn with replacement , so the game can go on for arbitrarily many turns. What is the probability that player 3 wins this game? 3 Suppose the number of telemarketing calls reaching my house during any given day (24hours) is Poisson with parameter 5. (a) [10pts] What is the probability that at least 4 calls reach my house during the month of June? (b) [12pts] What is the probability that there are exactly 4 days during the month of June during which I get at least one call? Last compiled at 7:50 P.M. on July 19, 2011...
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 Summer '10
 WARREN
 Probability, integervalued random variables

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