Exam 10: Waiting Line Analysis and Simulation

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Which of the following is a suggestion for managing queues that is mentioned in the textbook?

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C

A small vendor has either a good day of sales with an average of $1,000 or a bad day with an average of only $500 for the day. To simulate these outcomes, random numbers from 00 to 99 should be assigned with the intervals determined from the frequency distribution. If, during the last 100 days, the vendor had 27 good days and 73 bad days, which of the following is a correct random-number interval for a bad day?

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D

A tellers' window in a bank is an example of a single-channel, multiphase queuing system.

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False

A finite population in waiting line management refers to a population that is large enough in relation to the service system so that the change in population size caused by subtractions or additions to the population does not significantly affect the system probabilities.

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Balking and reneging mean the same thing.

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While spreadsheets can be somewhat useful for a variety of simulation problems, they can be confusing and are vulnerable to several drawbacks, including weak routines for random-number selection.

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Which of the following is a suggestion for managing queues that is mentioned in the textbook?

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Which of the following is an example of a finite population in a queuing system?

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Which of the following is not a suggestion for managing queues presented in the textbook?

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In modeling a simulation, random numbers from 00 to 99 are assigned with the intervals determined from frequency distributions for each behavior occurrence. Assume there are two behaviors, X and Y, out of 50 tallies. On Behavior X you record 20 tallies, and on Behavior Y you record 30 tallies. Which of the following is a correct random-number interval for Behavior X?

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In a practical sense, a finite population is one that potentially would form a very long line in relation to the capacity of the serving system.

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Which of the following is a suggestion for managing queues presented in the textbook?

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When service times are random, they can be approximated by the Poisson distribution.

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What is the variance of the Poisson distribution?

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The customer arrivals in a queuing system come almost exclusively from finite populations.

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These types of impatient customers arrive, view the situation, join the waiting line, and then, after some period of time, depart. What is this called?

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An infinite population in waiting line management refers to a population that is large enough in relation to the service system so that the change in population size caused by subtractions or additions to the population does not significantly affect the system probabilities.

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There are different queuing models to fit different queuing situations.

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Assume the service rate for a queue in a truck-loading operation is 2 trucks per hour. Using the infinite queuing notion for the models presented in the textbook, which of the following is the average service time?

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A constant arrival rate is more common in productive systems than a variable arrival rate.

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