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An amusement park insurance agent wanted to limit the access in the highest roller coaster. No one under 4' 6" (4 feet and 6 inches) in height is allowed to ride. If the average height for visitors is 5' 3" and the standard deviation is 6 inches, what percentage of the population is allowed to ride? Assume that the distribution is normally distributed. A 6.68% в) 75% с) 93.32% None of the above

An amusement park insurance agent wanted to limit the access in the highest roller coaster. No one under 4' 6" (4 feet and 6 inches) in height is allowed to ride. If the average height for visitors is 5' 3" and the standard deviation is 6 inches, what percentage of the population is allowed to ride? Assume that the distribution is normally distributed. A 6.68% в) 75% с) 93.32% None of the above

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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An amusement park insurance agent wanted to limit the access in the highest roller coaster. No one under 4' 6" (4 feet and 6 inches) in height is allowed to ride. If the average height for visitors is 5' 3" and the standard deviation is 6 inches, what percentage of the population is allowed to ride? Assume that the distribution is normally distributed. A 6.68% B 75% 93.32% D None of the above
Transcribed Image Text:An amusement park insurance agent wanted to limit the access in the highest roller coaster. No one under 4' 6" (4 feet and 6 inches) in height is allowed to ride. If the average height for visitors is 5' 3" and the standard deviation is 6 inches, what percentage of the population is allowed to ride? Assume that the distribution is normally distributed. A 6.68% B 75% 93.32% D None of the above
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