Consider a Poisson queue with random arrivals at the rate of 12 customers per hour and the following steady state probabilities p 0 1 3, p 1 1 2, p 2 1 6, and p n 0 for n 3,4,5, What is the mean (or effective) arrival rate in customers per hour for this queuing system The answer is not 12

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Question: Consider a Poisson queue with random arrivals at the rate of 12 customers per hour and the following steady-state probabilities: p 0 = 1/3, p

Consider a Poisson queue with random arrivals at the rate of 12 customers per hour and the following steady-state probabilities: p₀= 1/3, p₁= 1/2, p₂= 1/6, and p_n= 0 for n = 3,4,5, ... . What is the mean (or effective) arrival rate in customers per hour for this queuing system?

The answer is not 12!!!

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