The Mega Multiplex Cinema runs three cinema box offices to sell tickets to film- goers. The service time for a film-goer varies due to number of sold tickets, special requests for the seats, etc. but can be assumed to be exponentially distributed with a mean value of 2 min. Film-goers queue up in a single queue for all three box offices and are served on a FCFS (First Come First Served) rule. On average 71 film-goers are expected per hour (Poisson distributed). Opening credits last 10 minutes; therefore the time for queuing and buying a ticket should not on average be longer than 10 min. How long do you expect the average time for queuing and buying for the given data?
The Mega Multiplex Cinema runs three cinema box offices to sell tickets to film- goers. The service time for a film-goer varies due to number of sold tickets, special requests for the seats, etc. but can be assumed to be exponentially distributed with a mean value of 2 min. Film-goers queue up in a single queue for all three box offices and are served on a FCFS (First Come First Served) rule. On average 71 film-goers are expected per hour (Poisson distributed). Opening credits last 10 minutes; therefore the time for queuing and buying a ticket should not on average be longer than 10 min. How long do you expect the average time for queuing and buying for the given data?
MATLAB: An Introduction with Applications
6th Edition
ISBN:9781119256830
Author:Amos Gilat
Publisher:Amos Gilat
Chapter1: Starting With Matlab
Section: Chapter Questions
Problem 1P
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The Mega Multiplex Cinema runs three cinema box offices to sell tickets to film- goers. The service time for a film-goer varies due to number of sold tickets, special requests for the seats, etc. but can be assumed to be exponentially distributed with a mean value of 2 min. Film-goers queue up in a single queue for all three box offices and are served on a FCFS (First Come First Served) rule. On average 71 film-goers are expected per hour (Poisson distributed). Opening credits last 10 minutes; therefore the time for queuing and buying a ticket should not on average be longer than 10 min. How long do you expect the average time for queuing and buying for the given data?
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