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Chapter 14, Problem 9P

An electronics retailer carries a particular cellular telephone with the following characteristics:

Average monthly sales = 120 units

Ordering cost = S25 per order

Carrying cost = 35 percent per year

Item cost = S300 per unit

Lead time = 4 days

Standard deviation of daily demand = .2 unit

Working days per year = 250

  1. a. Determine the EOQ.
  2. b. Calculate the reorder point for a 92 percent service level, assuming normally distributed demand.
  3. c. Design a Q system for this item.
  4. d. What happens to the reorder point when the lead time changes? What happens to the reorder point when the standard deviation of demand changes?

excel 9. For the data given in problem 8:

  1. a. Design a P system for this phone with a 92 percent service level
  2. b. Compare the inventory investments required for the P and Q systems (from problem 8) for various values of service level.
  3. c. Why does the P system require a higher inventory investment?
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An electronics retailer carries a particular cellular telephone with the following characteristics:Average monthly sales = 120 unitsOrdering cost = $25 per orderCarrying cost = 35 percent per yearItem cost = $300 per unitLead time = 4 daysStandard deviation of daily demand = .2 unitWorking days per year = 250a. Determine the EOQ.b. Calculate the reorder point for a 92 percent service level, assuming normally distributed demand.c. Design a Q system for this item.d. What happens to the reorder point when the lead time changes? What happens to the reorder point when the standard deviation of demand changes?
Daily demand for product sample kits is normally distributed with a mean of 35 units and a standard deviation of 4. Supply is virtually certain with a lead time of 9 days. The cost of placing an order is $20, and annual carrying costs for one kit is 25 percent. The price of one kit is $12.50. Assume a year has 365 days.If a 99% service level is desired, what is average inventory on hand? If demand had no variation, what would the reorder point be?
Fisk Corporation is trying to improve its inventory control system and has installed an online system at its retail stores. Fisk anticipates sales of 58,800 units per year, an ordering cost of $4 per order, and carrying costs of $1.50 per unit. In the second year, Fisk Corporation finds that it can reduce ordering costs to $1 per order, but carrying costs will stay the same at $1.50 per unit. a-1. What is the economic ordering quantity for the second year? Economic ordering quantity (EOQ) a-2. How many orders will be placed during the second year? Number of orders a-3. What will the average inventory be for the second year? Average inventory Total costs units units a-4. What is the total cost of ordering and carrying inventory for second year? LA

Chapter 14 Solutions

OPERATIONS MANAGEMENT IN THE SUPPLY CHAIN: DECISIONS & CASES (Mcgraw-hill Series Operations and Decision Sciences)

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