Exam 7: S Advanced Waiting Line Theory and Simulation Modeling
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Exam 7: S Advanced Waiting Line Theory and Simulation Modeling49 Questions
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One approach to mathematical simulation that can be calculated in an Excel spreadsheet is ________.
(Short Answer)
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The department chair is out of town at a conference and you,as the assistant department chair,find yourself besieged by dozens of students needing permission to get into a very popular (but closed)class.Student arrivals are governed by the Poisson distribution with a mean of 10 minutes.Telling the students that they can't get into the closed class takes about 5 minutes,and this average is exponentially distributed.About how long do students wait outside your office door?
(Multiple Choice)
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The bank manager of a busy downtown location found herself unable to find good teller help so she invested in an ATM to handle the routine withdrawals that tended to occupy an inordinate amount of the teller's time.Before she installed the ATM she found that customers were arriving on average every 2 minutes (Poisson distributed)and it took a teller 30 seconds (exponentially distributed)to process their request.The ATM is able to maintain a constant 30 second service time.What is the impact on the number of customers waiting in line?
(Multiple Choice)
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With only a half hour for lunch I screamed into the parking lot of the nearest Golden Arches Supper Club at 40 miles an hour.When I saw the drive through line was 15 cars deep I didn't bother getting in line;I was off to visit the Colonel.This behavior might be described as balking.
(True/False)
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The term time compression refers to the phenomenon that a server tends to speed up the service process if the waiting line exceeds some critical number of customers.
(True/False)
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Everything about two different waiting line systems is the same except one system has a constant service time and the other has a Poisson distributed service time.Customers using the system with the constant service time will have half the waiting time of the customers using the system with Poisson distributed service times.
(True/False)
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A process is ________ if the outcome of one trial does not have any impact on the next trial.
(Short Answer)
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Monte Carlo simulation uses statistical sampling to create outcomes for a large number of trials.
(True/False)
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The department chair is out of town at a conference and you,as the assistant department chair,find yourself besieged by dozens of students needing permission to get into a very popular (but closed)class.Student arrivals are governed by the Poisson distribution with a mean of 5 minutes.Telling the students that they can't get into the closed class takes about 3 minutes,and this average is exponentially distributed.About how many students are waiting outside your office door and in your office?
(Multiple Choice)
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One assumption in most waiting line analyses is that the number of customers is ________.
(Short Answer)
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Customer arrivals at a dry cleaning service occur randomly throughout the day.The distribution that is usually used to model the interval between arrivals is the:
(Multiple Choice)
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A customer enters a business and joins the one line that snakes back and forth through the lobby in order to receive service.The initial part of the service is performed by one customer service representative,after which the customer enters a second,shorter line to complete the service before leaving the establishment.Which description of this waiting line system is appropriate?
(Multiple Choice)
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All waiting line formulas assume that customers are served on a first-come first-served (FCFS)basis.
(True/False)
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Why would someone choose to use simulation to analyze a waiting line problem rather than use a formula? What are the advantages and disadvantages of a simulation approach?
(Essay)
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Customers that leave the system after waiting in line for a while are ________,but customers that don't even join the line because it looks too long are ________.
(Short Answer)
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Barber College is the best deal in town! For only $5,you can get a shampoo and cut by any one of four untrained stylists completed in 7.5 minutes on average.Perhaps this is why customers show up on average two minutes apart (both interarrival times and service times are exponentially distributed).
-What percentage of the time are the four stylists working with customers?
(Multiple Choice)
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Which of the following statements about simulation is BEST?
(Multiple Choice)
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The department chair is out of town at a conference and you,as the assistant department chair,find yourself besieged by dozens of students needing permission to get into a very popular (but closed)class.Student arrivals are governed by the Poisson distribution with a mean of 5 minutes.Telling the students that they can't get into the closed class takes about 3 minutes,and this average is exponentially distributed.About how long does it take a student to wait in line and receive your valuable service?
(Multiple Choice)
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