A company offers guided tours of remote areas of the world. Each tour consists of 20 people. The probability of selling a ticket for any given spot on the tour is 0.86. The costs to the company are approximately the same regardless of the number of people that show up. To offset the risk associated with a tour not filling up, the company purchases a specialized insurance policy. The policy pays 100 for each ticket that is left unsold, up to a maximum of 400. Let P be the amount that the insurance policy pays to the company for a specific tour. Calculate E[P] to the nearest dollar. O 251 O 244 0259 O 267 275

A First Course in Probability (10th Edition)
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ISBN:9780134753119
Author:Sheldon Ross
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Chapter1: Combinatorial Analysis
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A company offers guided tours of remote areas of the world. Each tour
consists of 20 people. The probability of selling a ticket for any given spot
on the tour is 0.86. The costs to the company are approximately the same
regardless of the number of people that show up. To offset the risk
associated with a tour not filling up, the company purchases a specialized
insurance policy. The policy pays 100 for each ticket that is left unsold, up
to a maximum of 400. Let P be the amount that the insurance policy pays
to the company for a specific tour. Calculate E[P] to the nearest dollar.
O 251
O244
O 259
O 267
275
Transcribed Image Text:A company offers guided tours of remote areas of the world. Each tour consists of 20 people. The probability of selling a ticket for any given spot on the tour is 0.86. The costs to the company are approximately the same regardless of the number of people that show up. To offset the risk associated with a tour not filling up, the company purchases a specialized insurance policy. The policy pays 100 for each ticket that is left unsold, up to a maximum of 400. Let P be the amount that the insurance policy pays to the company for a specific tour. Calculate E[P] to the nearest dollar. O 251 O244 O 259 O 267 275
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