31 Consider a queueing system in which each service time independent of the past has mean Let Wn and Dn denote respectively the amount of time customer spends in the system and in queue respectively Hence, Dn Wn Sn where Sn is the service time of customer n Therefore, E Dn E Wn If we use simulation...

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31. Consider a queueing system in which each service time independent of the past has mean ....

Question:

31. Consider a queueing system in which each service time independent of the past has mean ì. Let Wn and Dn denote respectively the amount of time customer ç spends in the system and in queue respectively. Hence, Dn = Wn - Sn where Sn is the service time of customer n. Therefore, E[Dn] = E[Wn] - ì

If we use simulation to estimate Å[Dn], should we

(a) use the simulated data to determine Dn which is then used as an estimate of E[Dn]; or

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