Question: Where i = input, p is processing, u is the utilization, c= number of servers and C is the coefficient of variation (i.e., ratio of

Where i = input, p is processing, u is the

Where i = input, p is processing, u is the utilization, c= number of servers and C is the coefficient of variation (i.e., ratio of standard deviation to mean). 3 Use the queuing formula above to explain how decreased variance in arrivals will affect the number of people waiting to be served in any system. 3 Use the queuing formula given above to explain how reducing processing variance or arrival variance could allow a ocmpany to operate "leaner" u/2(6+1) C + C) I= (1 - u) 2 Where is input, pis processing, u is the utilization, ce number of servers and C is the coefficient of variation (i.e., ratio of standard deviation to mean). 3 Use the queuing formula above to explain how decreased variance in arrivals will affect the number of people waiting to be served in any system, 3. Use the queuing formula given above to explain how reducing processing variance or arrival variance could allow a ocmpany to operate "leaner

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