Question: Part A PART B Part C: Part D: a. How many seconds is required to produce the batch under the assumptions of batch processing? Round

Part A

Part A PART B Part C: Part D: a. How many seconds

PART B

Part A PART B Part C: Part D: a. How many secondsPart C:

Part A PART B Part C: Part D: a. How many secondsPart D:

Part A PART B Part C: Part D: a. How many seconds

a. How many seconds is required to produce the batch under the assumptions of batch processing? Round your answer to the nearest whole number. seconds b. How many seconds is required to produce the batch under the assumptions of single-piece flow processing? Round your answer to the nearest whole number. seconds c. Compare the two solutions in terms of time saved. Round your answer to the nearest whole number. Using the assumptions of processing saves seconds. A Florida lottery machine and printer at Store #8302 operates 360 days a year. If the machine does not work and breaks down, it costs the Florida Lottery Commission $1,900 per day. If store employees are trained to perform local tests on the machine each day plus the costs of mach preventive maintenance is performed daily, the probability the equipment fails is zero. The probability of store lottery machine breakdown is as follows What are the economics of the situation? Do not round intermediate calculations. Round your answers to the nearest dollar. The expected cost of a breakdown per day is \$ The Florida Lottery Commission saves \$ per year performing preventive maintenance daily. Bracket Manufacturing uses a Kanban system for a component. Daily demand is 1,100 units. Each container has a combined waiting and processing time of 0.80 days. If the container size is 90 and the alpha value (a) is 16%, how many Kanban card sets should be authorized? Round your answer up to the whole number. Kanban card set(s) What is the maximum authorized inventory? Use the rounded value from the previous question. Round your answer to the nearest whole number. unit(s) Lou's Bakery has established that JIT should be used for chocolate chips due to the high probability of the kitchen heat melting the chips. The average demand is 146 cups of chocolate chips per week. The average setup and processing time is 1/8 day. Each container holds exactly 3 cups. The current safety stock factor is 8 percent. The baker operates five days per week. a. How many Kanbans are required for the bakery? Round your answer up to the whole number. Kanbans b. What is the maximum authorized inventory? Use the rounded value from the previous question. Round your answer to the nearest whole number. cups c. If the average setup and processing time is increased to 3/5 of a day due to a process change, how many Kanbans are required for the bakery? Round your answer up to the whole number. Kanbans What is the maximum authorized inventory under new conditions? Use the rounded value from the previous question. Round your answer to the nearest whole number. cups

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