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9. Brooke Henderson of the LPGA, who just won her second major last weekend, played a round of golf and her proximity to the hole on a sample of shots was taken. The mean proximity to the hole was found to be 21.4 feet with a standard deviation of 16.6 feet. a. What is the z-score for a shot with a proximity to the hole of exactly 14 feet? b. What is the probability that a shot will have a proximity to the hole of 14 feet or less? c. What is the probability that a shot will have a proximity to the hole between 14 feet and 23 feet?

9. Brooke Henderson of the LPGA, who just won her second major last weekend, played a round of golf and her proximity to the hole on a sample of shots was taken. The mean proximity to the hole was found to be 21.4 feet with a standard deviation of 16.6 feet. a. What is the z-score for a shot with a proximity to the hole of exactly 14 feet? b. What is the probability that a shot will have a proximity to the hole of 14 feet or less? c. What is the probability that a shot will have a proximity to the hole between 14 feet and 23 feet?

MATLAB: An Introduction with Applications
MATLAB: An Introduction with Applications
6th Edition
ISBN:9781119256830
Author:Amos Gilat
Publisher:Amos Gilat
Chapter1: Starting With Matlab
Section: Chapter Questions
Problem 1P
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9. Brooke Henderson of the LPGA, who just won her second major last weekend, played a round of golf and her proximity to the hole on a sample of shots was taken. The mean proximity to the hole was found to be 21.4 feet with a standard deviation of 16.6 feet. a. What is the z-score for a shot with a proximity to the hole of exactly 14 feet? b. What is the probability that a shot will have a proximity to the hole of 14 feet or less? c. What is the probability that a shot will have a proximity to the hole between 14 feet and 23 feet?
Transcribed Image Text:9. Brooke Henderson of the LPGA, who just won her second major last weekend, played a round of golf and her proximity to the hole on a sample of shots was taken. The mean proximity to the hole was found to be 21.4 feet with a standard deviation of 16.6 feet. a. What is the z-score for a shot with a proximity to the hole of exactly 14 feet? b. What is the probability that a shot will have a proximity to the hole of 14 feet or less? c. What is the probability that a shot will have a proximity to the hole between 14 feet and 23 feet?
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