Consider a two-server system in which the customer is served first by server 1, then by server 2, and then departs the system. The service times at server i are exponential random variables with rates λi, i = 1, 2. When you arrive, you find server 1 free and two customers at server 2: customer A being served, and customer B waiting in line.(a) Find the probability that A is still being served when you move over to server 2.(b) Find the probability that B is still in the system when you move ove
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