Exam 12: Inventory Management

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If the standard deviation of demand is six per week,demand is 50 per week,and the desired service level is 95%,approximately what is the statistical safety stock?

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E

A product has a demand of 4000 units per year.Ordering cost is $20,and holding cost is $4 per unit per year.The EOQ model is appropriate.The cost-minimizing solution for this product will cost ________ per year in total annual inventory (holding and setup)costs.

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Montegut Manufacturing produces a product for which the annual demand is 10,000 units.Production averages 100 units per day,while demand is 40 units per day.Holding costs are $2.00 per unit per year,and setup cost is $200.00.(a)If the firm wishes to produce this product in economic batches,what size batch should be used? (b)What is the maximum inventory level? (c)How many order cycles are there per year? (d)What are the total annual holding and setup costs?

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This is a production order quantity problem.
(a)Q*p = This is a production order quantity problem. (a)Q*p =   =   = 1825.7 or 1826 units (b)The maximum inventory level is Q   = 1825.7   = 1095.45 or 1095 units (c)There are approximately N =   =   = 5.48 cycles per year (d)Total annual costs = (5.48)($200)+ (1095.45/2)$2 = $2,190.89 or $2,191 = This is a production order quantity problem. (a)Q*p =   =   = 1825.7 or 1826 units (b)The maximum inventory level is Q   = 1825.7   = 1095.45 or 1095 units (c)There are approximately N =   =   = 5.48 cycles per year (d)Total annual costs = (5.48)($200)+ (1095.45/2)$2 = $2,190.89 or $2,191 = 1825.7 or 1826 units
(b)The maximum inventory level is Q This is a production order quantity problem. (a)Q*p =   =   = 1825.7 or 1826 units (b)The maximum inventory level is Q   = 1825.7   = 1095.45 or 1095 units (c)There are approximately N =   =   = 5.48 cycles per year (d)Total annual costs = (5.48)($200)+ (1095.45/2)$2 = $2,190.89 or $2,191 = 1825.7 This is a production order quantity problem. (a)Q*p =   =   = 1825.7 or 1826 units (b)The maximum inventory level is Q   = 1825.7   = 1095.45 or 1095 units (c)There are approximately N =   =   = 5.48 cycles per year (d)Total annual costs = (5.48)($200)+ (1095.45/2)$2 = $2,190.89 or $2,191 = 1095.45 or 1095 units
(c)There are approximately N = This is a production order quantity problem. (a)Q*p =   =   = 1825.7 or 1826 units (b)The maximum inventory level is Q   = 1825.7   = 1095.45 or 1095 units (c)There are approximately N =   =   = 5.48 cycles per year (d)Total annual costs = (5.48)($200)+ (1095.45/2)$2 = $2,190.89 or $2,191 = This is a production order quantity problem. (a)Q*p =   =   = 1825.7 or 1826 units (b)The maximum inventory level is Q   = 1825.7   = 1095.45 or 1095 units (c)There are approximately N =   =   = 5.48 cycles per year (d)Total annual costs = (5.48)($200)+ (1095.45/2)$2 = $2,190.89 or $2,191 = 5.48 cycles per year
(d)Total annual costs = (5.48)($200)+ (1095.45/2)$2 = $2,190.89 or $2,191

All EXCEPT which of the following statements about ABC analysis are true?

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Demand for a product is relatively constant at five units per day.Lead time for this product is normally distributed with a mean of ten days and a standard deviation of three days. (a)What reorder point provides a 50 percent service level? (b)What reorder point provides a 90 percent service level? (c)If the lead time standard deviation can be reduced from 3 days to 1,what reorder point now provides 90 percent service? How much is safety stock reduced by this change?

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The assumptions of the production order quantity model are met in a situation where annual demand is 3650 units,setup cost is $50,holding cost is $12 per unit per year,the daily demand rate is 10 and the daily production rate is 100.What is the production order quantity for this problem?

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A specific product has demand during lead time of 100 units,with a standard deviation during lead time of 25 units.What safety stock (approximately)provides a 95% service level?

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In an economic order quantity problem,the total annual cost curve is at its ________ where annual holding costs equal annual setup costs.

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If daily demand is normally distributed with a mean of 15 and standard deviation of 5,and lead time is constant at 4 days,a 90 percent service level will require how much safety stock?

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Demand for dishwasher water pumps is 8 per day.The standard deviation of demand is 3 per day,and the order lead time is four days.The service level is 95%.What should the reorder point be?

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Compare the assumptions of the production order quantity model to those of the basic EOQ model.

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Among the advantages of cycle counting is that it:

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Which of the following statements about the basic EOQ model is FALSE?

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What is a fixed-period system?

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The annual demand,ordering cost,and the annual inventory carrying cost rate for a certain item are The annual demand,ordering cost,and the annual inventory carrying cost rate for a certain item are   ,   and I = 30% of item price.Price is established by the following quantity discount schedule.What should the order quantity be in order to minimize the total annual cost?   , The annual demand,ordering cost,and the annual inventory carrying cost rate for a certain item are   ,   and I = 30% of item price.Price is established by the following quantity discount schedule.What should the order quantity be in order to minimize the total annual cost?   and I = 30% of item price.Price is established by the following quantity discount schedule.What should the order quantity be in order to minimize the total annual cost? The annual demand,ordering cost,and the annual inventory carrying cost rate for a certain item are   ,   and I = 30% of item price.Price is established by the following quantity discount schedule.What should the order quantity be in order to minimize the total annual cost?

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________ is extra stock that is carried to serve as a buffer.

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Identify the typical components that constitute inventory holding or carrying costs.

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In the production order quantity model,the fraction of inventory that is used immediately and not stored is represented by the ratio of ________.

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Suppose that papers for a newspaper stand cost $0.40 and sell for $0.80.They currently have no salvage value.If the stand owner is able to find an outlet that would provide a salvage value of $0.10,what would be the increase in service level?

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Explain what "decoupling" means in the context of inventory management.

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