problemset14 - STAT/MA 416 September 23, 2011 Problem Set...

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STAT/MA 416 September 23, 2011 Problem Set 14 Name: 1. Winnings and Losing. Suppose that a person wins a game of chance with probability 0 . 40, and loses otherwise. If he wins, he earns 5 dollars, and if he loses, then he loses 4 dollars. Assume that he plays ten games independently. Let X denote the number of games that he wins. [Hint: His gain or loss is 5 X + ( - 4)(10 - X ) = 9 X - 40, since he loses 10 - X games.] (a.) What is his expected gain or loss (altogether) during the ten games? (b.) What is the variance of his gain or loss (altogether) during the ten games? (c.) What is the probability that he wins $32 or more during the ten games? 1
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One out of every eight calls to your house is a telemarketer. Assume that the likelihood of telemarketers is independent from call to call. Let X denote the number of telemarketers during the next three calls. (a.) What is the mass of X ? (b.) Draw a picture of the mass of
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This note was uploaded on 02/28/2012 for the course STAT 416 taught by Professor Staff during the Fall '08 term at Purdue University-West Lafayette.

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problemset14 - STAT/MA 416 September 23, 2011 Problem Set...

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