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How can I calculate the metrics of a system with 2 independent M/M/1/K queueing systems? Given the probability of an arriving packet will go into

How can I calculate the metrics of a system with 2 independent M/M/1/K queueing systems?
Given the probability of an arriving packet will go into the first queue is p, the probability of an arriving packet will go into the second queue is (1-p)
Find the formulas for blocking probability, average number of packets, average delay, and average throughput of this system?

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