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5.40 Petra Kvitova serves Petra Kvitova of the Czech TRY Republic won the 2014 Wimble don Ladies' Singles Championship. In the final game against Eugenie Bouchard of Canada she had 41 first serves, of which 28 were good, and three double faults. a. Find the probability that her first serve is good. b. Find the conditional probability of double faulting, given that her first serve resulted in a fault. c. On what percentage of her service points does she double fault?

5.40 Petra Kvitova serves Petra Kvitova of the Czech TRY Republic won the 2014 Wimble don Ladies' Singles Championship. In the final game against Eugenie Bouchard of Canada she had 41 first serves, of which 28 were good, and three double faults. a. Find the probability that her first serve is good. b. Find the conditional probability of double faulting, given that her first serve resulted in a fault. c. On what percentage of her service points does she double fault?

A First Course in Probability (10th Edition)
A First Course in Probability (10th Edition)
10th Edition
ISBN:9780134753119
Author:Sheldon Ross
Publisher:Sheldon Ross
Chapter1: Combinatorial Analysis
Section: Chapter Questions
Problem 1.1P: a. How many different 7-place license plates are possible if the first 2 places are for letters and...
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5.40 Petra Kvitova serves Petra Kvitova of the Czech TRY Republic won the 2014 Wimble don Ladies' Singles Championship. In the final game against Eugenie Bouchard of Canada she had 41 first serves, of which 28 were good, and three double faults. a. Find the probability that her first serve is good. b. Find the conditional probability of double faulting, given that her first serve resulted in a fault. c. On what percentage of her service points does she double fault?
Transcribed Image Text:5.40 Petra Kvitova serves Petra Kvitova of the Czech TRY Republic won the 2014 Wimble don Ladies' Singles Championship. In the final game against Eugenie Bouchard of Canada she had 41 first serves, of which 28 were good, and three double faults. a. Find the probability that her first serve is good. b. Find the conditional probability of double faulting, given that her first serve resulted in a fault. c. On what percentage of her service points does she double fault?
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