Question: 5. An M/G/l/K queueing system with ==1 has steady-state blocking probability (i.e., the probability that an arrival customer reneges due to finding a full system)

 5. An M/G/l/K queueing system with ==1 has steady-state blocking probability

5. An M/G/l/K queueing system with ==1 has steady-state blocking probability (i.e., the probability that an arrival customer reneges due to finding a full system) pb=0.1, and average number of customers L=5. Find eff,eff,W,Wq, and p0. Is the property of Poisson arrivals needed for your derivation

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