Given the following information, compute the efficiency and the utilization of the vehiclerepair department:Design capacity = 50 trucks per dayEffective capacity = 40 trucks per dayActual output = 36 trucks per day

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Use the following information for the next 3 problems: ABC Company plans to construct a 60,000 sq. ft private warehouse and rent public warehouse as needed. Warehouse inventory turns at the rate of 2 times per month. One pound of merchandise occupies 0.2 cubic feet of warehouse space and can be stacked 10 feet high. Given aisles, and normal operating efficiency, only 50 percent of the total warehouse space is actually used for storage. Assume the facility is being built to size so no additional space is allowed for future product growth.       A private warehouse can be constructed for $36 per sq. ft. and can be amortized over 20 years. Annual fixed costs amount to $20 per sq. ft. of total space. The cost of operation is $0.03 per pound of throughput. Space may also be rented for a storage charge on inventory of $0.06 per pound per month and a handling charge of $0.05 per pound of throughput. Monthly demands for a typical year are as follows: Month Demand (lb) Jan 2,000,000…

discuss the efficient frontier and the advantages and disadvantages of it

Complete a fish-bone chart explaining how a pizza delivery can arrive late on a Friday or Saturday. Match each number in the chart with corresponding reason. I Manpower Not enough training Ingredient shortage Not enough boxes Drivers get lost Material Low pay/ high turnover II Source of error 11 III IV III Methods Turnover Training not sufficient Machinery Can't handle large orders Credit card machine broken Too few phones Reason Oven breaks ▼ IV ▼ ▼ Late weekend pizza delivery

Why is it crucial to consider scalability requirements and potential future system expansions when estimating costs?

The Servuction model recognizes that operations can process customers through their infrastructure or through their ___________? performance procedures staff systems

Seaports are important in global supply chains. Their management plays an important part in minimizing waiting time for ships that visit seaports for loading and unloading cargo and port utilization. The Oakland seaport is a busy container seaport on the West coast of America, but it is a bit relaxed in the month of December. Based on the past data, it is observed that 6 ships arrive there, on an average, per day, and it takes 3 hours to unload a ship on an average, with a standard deviation of 4 hours. Determine the following:   Minimum number of unlading facilities. Probability (each unloading facility is busy) Probability (each unloading facility is idle) Probability of 2 ships in the system and 4 ships in the system Average number of ships in the system, that is, number of ships in the line including the one being unloaded. Average number of ships waiting to be unloaded, that is, number of ships in the line excluding being unloaded. Average time a ship spends in the system, that…