Question: A) What is the capacity utilization ()? B) How long does it take (in hours) on average for an order to be completed from the

A) What is the capacity utilization ()? B) How

A) What is the capacity utilization ()?

B) How long does it take (in hours) on average for an order to be completed from the time it arrives?

C) How long does an order, on average, wait in the queue before service begins?

D) The firm is considering investing in new production technology that could absorb virtually all of the processing time variability. Under this new technology the service times would still average 1.5 hours, but the standard deviation of service times would be zero. Now, how long would it take (in hours) on average for an order to be completed from the time it arrives with this new production technology?

A DFW-based firm manufactures team uniforms in a make-to-order operation. For simplic- ity we can assume its production process can be approximated by a single server queueing model and that an order arrives, on average, every 2 hours. Order inter-arrival times have considerable variance that can be considered exponentially distributed. The capacity of their production process averages one order every 1.5 hours. The production times can be consid- ered to be exponentially distributed

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