Suppose the distributions of arrival and service times were normal instead of exponential. Let the arrival times have a standard deviation of 1 minutes, and the teller service times have a standard deviation of 2 minutes. Make arrival and service rates to be 1 every 6 minutes(arriving) and 1 every 4 minutes(serving). Using simulation, estimate the long-run average number of people that would be in the bank.
Suppose the distributions of arrival and service times were normal instead of exponential. Let the arrival times have a standard deviation of 1 minutes, and the teller service times have a standard deviation of 2 minutes. Make arrival and service rates to be 1 every 6 minutes(arriving) and 1 every 4 minutes(serving). Using simulation, estimate the long-run average number of people that would be in the bank.
Glencoe Algebra 1, Student Edition, 9780079039897, 0079039898, 2018
18th Edition
ISBN:9780079039897
Author:Carter
Publisher:Carter
Chapter10: Statistics
Section: Chapter Questions
Problem 22SGR
Related questions
Question
Suppose the distributions of arrival and service times were normal instead of exponential. Let the arrival times have a standard deviation of 1 minutes, and the teller service times have a standard deviation of 2 minutes. Make arrival and service rates to be 1 every 6 minutes(arriving) and 1 every 4 minutes(serving). Using simulation, estimate the long-run average number of people that would be in the bank.
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