Consider a queuing system with a Poisson input and exponential service times. Suppose there is one server and the expected service time is exactly one minute. Compare Ls for the cases where the mean arrival rate is 0.5, 0.9 and 0.99 customers per minute, respectively. Do the same for Lq. Ws, Wq and P(W>5) or the probability of waiting time in the system. (

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2. Consider a queuing system with a Poisson input and
exponential service times. Suppose there is one server and
the expected service time is exactly one minute. Compare
Ls for the cases where the mean arrival rate is 0.5, 0.9 and
0.99 customers per minute, respectively. Do the same for
Lq, Ws, Wq and P(W>5) or the probability of waiting time
in the system. (
Transcribed Image Text:2. Consider a queuing system with a Poisson input and exponential service times. Suppose there is one server and the expected service time is exactly one minute. Compare Ls for the cases where the mean arrival rate is 0.5, 0.9 and 0.99 customers per minute, respectively. Do the same for Lq, Ws, Wq and P(W>5) or the probability of waiting time in the system. (
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