Question: 1 . Why is it important to represent variation in a simulation of a queueing system? 2 . When might a triangular distribution be the

1 .

Why is it important to represent variation in a simulation of a queueing system?

2 .

When might a triangular distribution be the most appropriate choice for service times? Provide an example.

3 .

In the hats problem from your homework, the distribution of Peak Period Demand was assumed to be uniform. Briefly describe what you think the role of the availability of previous demand data might be in your choice of distribution to model the demand?

4 .

Give an example of a system where a FIFO queueing protocol would be inappropriate and explain why.

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