4. City planners estimate that they can attract 25% of commuters who currently use bus service to a new light rail to the downtown area. Suppose that 83000 independent commuters use bus service daily a. Approximate the probability that more than 11300 commuters will use the light rail daily. b. Approximate the number of daily commuters who will use the light rail which will be exceeded with probability only 0.05. c. The number of daily commuters who will use the light rail which will be exceeded with probability only 0.05 is _______.
4. City planners estimate that they can attract 25% of commuters who currently use bus service to a new light rail to the downtown area. Suppose that 83000 independent commuters use bus service daily a. Approximate the probability that more than 11300 commuters will use the light rail daily. b. Approximate the number of daily commuters who will use the light rail which will be exceeded with probability only 0.05. c. The number of daily commuters who will use the light rail which will be exceeded with probability only 0.05 is _______.
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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4. City planners estimate that they can attract 25% of commuters who currently use bus service to a new
light rail to the downtown area. Suppose that 83000 independent commuters use bus service daily
a. Approximate the
b. Approximate the number of daily commuters who will use the light rail which will be exceeded
with probability only 0.05.
c. The number of daily commuters who will use the light rail which will be exceeded with
probability only 0.05 is _______.
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