Exam 12: Computer Simulation: Basic Concepts
Exam 1: Introduction54 Questions
Exam 2: Linear Programming: Basic Concepts85 Questions
Exam 3: Linear Programming: Formulation and Applications76 Questions
Exam 4: The Art of Modeling With Spreadsheets75 Questions
Exam 5: What-If Analysis for Linear Programming75 Questions
Exam 6: Network Optimization Problems84 Questions
Exam 7: Using Binary Integer Programming to Deal With Yes-Or-No Decisions76 Questions
Exam 8: Nonlinear Programming75 Questions
Exam 9: Decision Analysis80 Questions
Exam 10: Forecasting77 Questions
Exam 11: Queueing Models78 Questions
Exam 12: Computer Simulation: Basic Concepts79 Questions
Exam 13: Computer Simulation With Analytic Solver77 Questions
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A simulation model is validated if it adequately depicts real system performance.
(True/False)
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You are reviewing a simulation model and find that the analyst who prepared the model used the formula =NORM.INV(RAND(),50,3) to generate the cost of a product. Which of the following assumptions did the analyst make about the product cost?
I. The minimum cost is 50.
II. The average (mean) cost is 50.
III. The cost is uniformly distributed.
(Multiple Choice)
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A Data Table can be used to "trick" Excel to perform many replications of a computer simulation.
(True/False)
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Which of the following would not be considered a main advantage of simulation?
(Multiple Choice)
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Computer simulation is a useful tool because it generates accurate information using very small samples.
(True/False)
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You have been asked to simulate the process of "flipping" two identical, unbiased coins. What is the probability of the outcome where one coin is heads and the other is tails? (Hint: Once the coins are flipped it is impossible to tell which is which.)
(Multiple Choice)
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Which of the following is not a reason for simulation's popularity?
(Multiple Choice)
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Which of the following can be used for computer simulation?
(Multiple Choice)
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In a model of a stochastic system, the simulation clock is mainly used to
(Multiple Choice)
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Simulation models are fairly easy to use and understand; therefore they can be used for a wide range of decisions.
(True/False)
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You have been asked to simulate the process of "flipping" two identical, unbiased coins. How many possible outcomes exist for this process? (Hint: Once the coins are flipped it is impossible to tell which is which.)
(Multiple Choice)
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The "next-event time advance" procedure does which of the following?
I. Determines which upcoming event will occur first.
II. Advances the time of the simulation to the next event time.
III. Generates a random variable to select the next event which will happen.
(Multiple Choice)
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On cold mornings, the probability that David's car won't start is 0.22. When it doesn't start, he takes the bus and is late for work. When it does start, he drives to work on the freeway. Sixty-five percent of the time the freeway is clear, and he gets to work on time. The rest of the time he is late. Simulate 10 consecutive days' worth of trips to work using the random numbers given (use the smaller numbers to represent "car won't start" and "freeway clear").
Random numbers:
Car Traffic 0.7772 0.2282 0.2902 0.3674 0.8120 0.1654 0.2259 0.6909 0.0527 0.7010 0.2958 0.9802 0.2891 0.5615 0.0131 0.5604 0.5219 0.4361 0.9949 0.1405
How many times is David late for work?
(Multiple Choice)
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On cold mornings, the probability that David's car won't start is 0.22. When it doesn't start, he takes the bus and is late for work. When it does start, he drives to work on the freeway. Sixty-five percent of the time the freeway is clear, and he gets to work on time. The rest of the time he is late. Simulate 10 consecutive days' worth of trips to work using the random numbers given (use the smaller numbers to represent "car won't start" and "freeway clear").
Random numbers:
Car Traffic 0.7772 0.2282 0.2902 0.3674 0.8120 0.1654 0.2259 0.6909 0.0527 0.7010 0.2958 0.9802 0.2891 0.5615 0.0131 0.5604 0.5219 0.4361 0.9949 0.1405
How many times is David late for work because his car won't start?
(Multiple Choice)
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A manager is simulating the number of times a machine operator stops a machine to make adjustments. After careful study the manager found that the number of stops ranged from one to five per cycle and that each number of stops was equally likely. Using the random numbers 0.1835 and 0.3094 (in that order), the next two simulated cycles would respectively have stops for adjustment of:
(Multiple Choice)
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When using a random number table, it is important to always start at the same point of the table so that results may be replicated.
(True/False)
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A simulation model is often formulated in terms of a flow diagram.
(True/False)
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Animation can be used to display computer simulations in action.
(True/False)
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