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An average of 90 patrons per hour arrive at a hotel lobby (interarrival times are exponential), waiting to check in. At present, there are 5 clerks, and patrons are waiting in a single line for the first available clerk. The average time for a clerk to service a patron is 3 minutes (exponentially distributed). Clerks earn $10 per hour, and the hotel assesses a waiting time cost of $20 for each hour that a patron waits in line.
a. Compute the expected cost per hour of the current system.
b. The hotel is considering replacing one clerk with an Automatic Clerk Machine (ACM). Management estimates that 20% of all patrons will use an ACM. An ACM takes an average of 1 minute to service a patron. It costs $48 per day (1 day = 8 hours) to operate an ACM. Should the hotel install the ACM? Assume that all customers who are willing to use the ACM wait in a single queue.
in many ways comparing multiple sample means is simply an extension of what we covered last week. what situations exist
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channel 9 television in colville washington recently conducted a study of television news viewers. one item of interest
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Does the data prove a significant difference in mean times?
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You will investigate four different scenarios of population growth also decline in this town. Graph the model as well as investigate it by four different growth models.
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