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Consider the following open network of M/M/1 queues in equilibrium
with and and find:
Note: A customer leaving server 1 enters queue 2 with probability p.
the throughputs for each queue, , ,
the average number of customers waiting or being served for each queue, , , and
the necessary and sufficient condition for the system to be in equilibrium;
give a geometric interpretation of it.
Wed Mar 13 15:53:29 PST 1996