Which book was this question taken from? The first has one server and no limit on the length of the queue. Customers arrive according to a Poisson process with rate λ. The service time is exponentially distributed with rate μμ is proportional to the number of people in the system. That is, where k is the number of people in the system and u is a constant.eeeee μ μ₁ = kμλ = 1.5 μ = 1.6 a. Determinate the Steady - State probability #1 ( round 3 decimals) b. Calculate the average number of people in the system (round 3 decimals) c. Calculate the average time in the system 2.

MATLAB: An Introduction with Applications
6th Edition
ISBN:9781119256830
Author:Amos Gilat
Publisher:Amos Gilat
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Which book was this question taken from? The first has one server and no
limit on the length of the queue. Customers arrive according to a Poisson
process with rate λ. The service time is exponentially distributed with rate
μμis proportional to the number of people in the system. That is, where
k is the number of people in the system and μ is a constant.eeeee
µ₁ = kµλ = 1.5 µ = 1.6 a. Determinate the Steady - State probability #1 (
round 3 decimals) b. Calculate the average number of people in the
system (round 3 decimals) c. Calculate the average time in the system 2.
Transcribed Image Text:Which book was this question taken from? The first has one server and no limit on the length of the queue. Customers arrive according to a Poisson process with rate λ. The service time is exponentially distributed with rate μμis proportional to the number of people in the system. That is, where k is the number of people in the system and μ is a constant.eeeee µ₁ = kµλ = 1.5 µ = 1.6 a. Determinate the Steady - State probability #1 ( round 3 decimals) b. Calculate the average number of people in the system (round 3 decimals) c. Calculate the average time in the system 2.
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