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Q. Bill Youngdahl has been collecting information at the TU student grill. He has found that, among 5:00 PM and 7:00 PM students arrive at the grill at a rate of 20 per hour (Poisson distributed) and service time takes an average of 2.0 min. (Exponential distribution). There is only 1 server, who can work on only 1 order at a time.
A. Illustrate what is the average number of customers in line?
B. The average time in min. in the system?
C. Assume that a second server can be added to team up with the first (and, in effect, act as one faster server). This would reduce the average service time to 90 seconds. What is average time in the system in min.?
D. Assume a second server is added and the 2 servers act independently, with each taking an average of 2.0 min. If a second teller is added, the average time a customer spends in the system in min. is?
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The solution does a great job of answering the question. The solution is brief and very easy to follow along. All the steps are clearly shown. It can be easily understood by anyone with basic understanding of topic.
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