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Consider the following alternative flow cases:
Case i. M/M/2 system with exp(λ) for arrivals and exp(μ) for services in each server.
Case ii. Two identical M/M/1 queues each with exp(λ/2) for arrivals and exp(μ) for services.
Note that the stability condition for both cases is 2μ > λ and assume that it is satisfied. Prove mathematically that case (i) is better in terms of W (less total flow-time in the system).
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