--, A Packages arrive at a warehouse that has a single reception point with a Poisson...
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--, A Packages arrive at a warehouse that has a single reception point with a Poisson distribution mean of once every 12 minutes. It takes on the exponentially distributed average of 9-minutes to process each package. (a) What is the average wait time of a package in the queue? (b) On the average, how many packages are in the queue at any given time? (c) On the average, how many packages are in the system at any given time? (d) On the average, what is the wait time of packages in the system? (e) What percent of the time is the server idle? (f) What is the probability that there are exactly 7 packages in the system at any given point in time> --, A Packages arrive at a warehouse that has a single reception point with a Poisson distribution mean of once every 12 minutes. It takes on the exponentially distributed average of 9-minutes to process each package. (a) What is the average wait time of a package in the queue? (b) On the average, how many packages are in the queue at any given time? (c) On the average, how many packages are in the system at any given time? (d) On the average, what is the wait time of packages in the system? (e) What percent of the time is the server idle? (f) What is the probability that there are exactly 7 packages in the system at any given point in time>
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Well use the MM1 queue model where M stands for Poisson arrivals M for exponential service times and ... View the full answer
Related Book For
Financial and Managerial Accounting the basis for business decisions
ISBN: 978-0078111044
16th edition
Authors: Jan Williams, Susan Haka, Mark Bettner, Joseph Carcello
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