Question: Attached is the question Problem 3 [10 points = 5 + 5] Proceed with the same settings as in th previous problem. The queuing system

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Problem 3 [10 points = 5 + 5] Proceed with the same settings as in th previous problem. The queuing system M / M / l with single server is functioning under stationary distribution. Customer arrivals form a Poisson process with sojourn times {Sj : j 2 1} being exponentially distributed with E [83-] = 10 minutes. Service times are independent exponentially distributed with average = ,u'1 = 6 minutes. 1. Determine the expected idle time, E [I], in minutes. 2. Evaluate the expected busy time, E [B] Solution

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