Answer: Queuing Model The average length of time that a customer waits in line for
Chapter 13, Problem 76(choose chapter or problem)
The average length of time that a customer waits in line for service is
\(W(x, y)=\frac{1}{x-y}, \quad x>y\)
where y is the average arrival rate, written as the number of customers per unit of time, and x is the average service rate, written in the same units. Evaluate each of the following.
(a) W (15,9)
(b) W (15,13)
(c) W (12,7)
(d) W (5,2)
Text Transcription:
W(x, y) = 1 / x - y, x > y
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