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A repair and inspection facility consists of two stations: a repair station with two technicians, and an inspector station with 1 inspector. Each repair technician works at the rate of 3 items per hour; the inspector can inspect 8 items per hour. Approximately 10% of all items fail inspection and are sent back to the repair station. (This percentage holds even for items that have been repaired two or more times.) If items arrive at the rate of 5 per hour, what is the long-run expected delay that items experience at each of the two stations, assuming a Poisson arrival process and exponentially distributed service times? What is the maximum arrival rate that the system can handle without adding personnel?
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Divide into several groups and assign each group the task of selecting representative popular music from a specific era. One group, for example, might have the 1950s, an¬other the Vietnam War era, and another the 1990s. Using representative music ..
The distances in miles from the waiting taxis to the consumers are given in the subsequent table. Find out the optimal assignment of taxis to consumers so as to minimize total driving distances to the consumers.
If you are allowed to keep either item G or item I in stock (along with items J and K from part b), which one would you choose and why?
Key Factors Affecting the Design of Products or Services
Determine upper and lower control limits for mean and range charts, and decide if the process is in control.
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