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Question: Seabreeze Furniture in Orlando maintains a large,


Seabreeze Furniture in Orlando maintains a large, central warehouse where it stores items until they are sold or needed by the company’s many stores in the Central Florida area. A four-person crew works at the warehouse to load or unload trucks that arrive at the warehouse at a rate of one per hour (with exponentially distributed interarrival times). The time it takes the crew to unload each truck follows an exponential distribution with a mean service rate of 4 trucks per hour. Each worker costs the company $21 per hour in wages and benefits. Seabreeze’s management is currently trying to cut costs and is considering reducing the number of workers on this warehouse crew. They believe three workers would be able to provide a service rate of 3 trucks per hour, two workers a service rate of 2 trucks per hour, and one worker a service rate of 1 truck per hour. The company estimates it costs $35 for each hour a truck spends at the loading dock (whether it is waiting for service or being loaded or unloaded).
a. Should Seabreeze ever consider having just one worker on the crew? Explain your answer.
b. For each possible crew size, determine the expected queue length, expected total time in the system, the probability that a customer waits, and the total hourly cost.
c. What crew size would you recommend?


> How would you define the words description, prediction, and prescription? Carefully consider what is unique about the meaning of each word.

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> Bill’s Grill is a popular college restaurant that is famous for its hamburgers. The owner of the restaurant, Bill, mixes fresh ground beef and pork with a secret ingredient to make delicious quarter-pound hamburgers that are advertised as having no more

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> Consider the following LP problem. MAX: 3X1 + 2X2 Subject to: 3X1 + 3X2 ≤ 300 6X1 + 3X2 ≤ 480 3X1 + 3X2 ≤ 480 X1, X2 ≥ 0 a. Sketch the feasible region for this model. b. What is the optimal solution? c. Identify any redundant constraints in this model.

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> Solve the following LP problem graphically by enumerating the corner points. MAX: 3X1 + 4X2 Subject to: X1 ≤ 12 X2 ≤ 10 4X1 + 6X2 ≤ 72 X1, X2 ≥ 0

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> PC-Express is a computer retail store that sells desktops and laptops. The company earns $600 on each desktop computer it sells and $900 on each laptop. The computers PC-Express sells are actually manufactured by another company. This manufacturer has a

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