This is Multiple-Server Model question of operation management. Please help me with solving the problem. Q:...
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This is Multiple-Server Model question of operation management. Please help me with solving the problem. Q: Benny the Barber owns a two-chair shop with two hair stylists. Benny estimates that his customers exhibit a Poisson arrival distribution and that his two hair stylists provide an exponential service distribution. His survey of his shop indicated that customers arrive at a rate of two per hour and his stylists take an average of 20 minutes to give one haircut. Find the following operating characteristics of Benny's queuing system: 1) probability of zero customers in the system 2) probability of more than 2 customers in the system 3) average number of customers in the system 4) average number of customers waiting in line 5) average total time spent in the system including both service time and wait time (per car) 6) average waiting time in line (per customer) 7) utilization of the stylists This is Multiple-Server Model question of operation management. Please help me with solving the problem. Q: Benny the Barber owns a two-chair shop with two hair stylists. Benny estimates that his customers exhibit a Poisson arrival distribution and that his two hair stylists provide an exponential service distribution. His survey of his shop indicated that customers arrive at a rate of two per hour and his stylists take an average of 20 minutes to give one haircut. Find the following operating characteristics of Benny's queuing system: 1) probability of zero customers in the system 2) probability of more than 2 customers in the system 3) average number of customers in the system 4) average number of customers waiting in line 5) average total time spent in the system including both service time and wait time (per car) 6) average waiting time in line (per customer) 7) utilization of the stylists
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Benny Barber Problem Multipleserver Queuing Model Number of servers M 2 Arrival rate A 2 custome... View the full answer
Related Book For
Elementary Statistics
ISBN: 978-0538733502
11th edition
Authors: Robert R. Johnson, Patricia J. Kuby
Posted Date:
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