(a) Compute the birth and death rates for the (M / M / 4 / 6) queue....

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(a) Compute the birth and death rates for the \(M / M / 4 / 6\) queue.

(b) Find the limiting probabilities, if \(\lambda=4\) and \(\mu=2\).

(c) What effect does doubling the service rate have on the long-run probability that the queue is full?

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