If the stock level for a SKU is currently 30 days worth and management decides to increase safety stock on the SKU from 14 days to 21 days, the resulting average stock level will be approximately 37 days 23 days 33.5 days 51 days
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- Please do not give solution in image format thanku Deltic sells this component for 55 per unit with a 4-month delivery lead time. Assume Deltic covers all transportation and related processing until delivery. TCX’s demand forecast for the upcoming selling season (12 months) is a normal distribution with mean 13500 and standard deviation 3736,4 . TCX sells each unit, after integrating their proprietary software, for 135. Assume that TCX uses a holding cost rate of 25 %, and any leftover units can be sold for 30 on average. Due to the long lead time and high minimum order quantity required, TCX is planning on a single order from Deltic to meet their needs in the next year. How many of these components should TCX order? Calculate the resulting expected annual profits for TCX.Suppose that the manager of a construction supply house determined from historical recordsthat demand for sand during lead time averages 50 tons. In addition, suppose the managerdetermined that demand during lead time could be described by a normal distribution thathas a mean of 50 tons and a standard deviation of 5 tons. Answer these questions, assumingthat the manager is willing to accept a stockout risk of no more than 3 percent:a. What value of z is appropriate?The materials manager of a tire manfacturer must predict periodically place order for a key chemical one of the raw materials used in manufacturing uses the chemical at a rate of 300lbs each week and the lead time of delivery is 4 days. Assume that the manufacturing operation runs 5 days a week. At what point should the chemical be reorderedd a. when 1200lbs are remaining b. where 0lbs are remaining c. where 375lbs are remaining d. when 240lbs are rem
- Consider a hardware supply warehouse that is contractually obligated to deliver 1000units a specialized fastener to a local manufaturing company each week. Each time thewarehouse places an order for these items from its supplier, an ordering and transporationfee off $20 is charged to the warehouse. The warehouse pays $1.00 for each fastener andcharges the local firm $5.00 for each fastener. Annual holding cosst iss 25% off inventoryvalue, or $0.25 per year. The warehouse manager would like to know how much to orderwhen inventory gets to zero.Assume that the warehouse works 50 weeks/year.A product is ordered once each year, and the reorder point without safety stock (dL) is 100 units. Inventory carrying cost is $10 per unit per year, and the cost of a stockout is $50 per year. Given the following demand probabilities during the reorder period, how much safety stock should be carried? DEMAND DURING REORDER PERIOD PROBABILITY 0 .1 50 .2 ROP 100 .4 150 .2 200 .1A firm experiences demand with a mean of 100 units perday. Lead time demand is normally distributed, with a meanof 1,000 units and a standard deviation of 200 units. It costs$6 to hold one unit for one year. If the firm wants to meet90% of all demand on time, what will be the annual cost ofholding safety stock? (Assume that each order costs $50.)
- A manufacturing company faces an uncertain demand for its product at an average of 10,000 units per year. Selling price of the product is IDR. 1.500.000,-. The cost of holding per unit per year is estimated at ID. 350.000,-. Profit of the product is IDR. 300,000,- per unit. If the company could not meet the demand, then the profit will be lost. Ordering lead time is approximately 7 days, and the demand during lead time follows a uniform distribution of 30 to 200 units. a. Determine order quantity and reorder points to minimise the total cost b.Determine the review period and maximum inventory to minimise the total costA hospital orders its thermometers from a hospitalsupply firm. The cost per thermometer depends on the ordersize q, as shown in Table 6. The annual holding cost is 25%of the purchasing cost. Let EOQ80 be the EOQ if the costper thermometer is 80¢, and let EOQ79 be the EOQ if thecost per thermometer is 79¢.a Explain why EOQ79 will be larger than EOQ80. b Explain why the optimal order quantity must be ei-ther EOQ79, EOQ80, or 100. c If EOQ80 100, show that the optimal order quan-tity must be EOQ79. d If EOQ80 100 and EOQ79 100, show that theoptimal order quantity must be either EOQ80 or 100.e If EOQ80 100 and EOQ79 100, show that the optimal order quantity must be EOQ79.XYZ is a multinational corporation based in the US. Its manufacturing facilities arelocated in Pittsburgh and hence its labor and manufacturing costs are incurred in USdollars (USD). A large fraction of its sales, however, are made to German customers whopay for the goods in Deutschemarks (GDM). There is a six-month lead time between theplacement of a customer order and delivery of the product. XYZ's cost of production is80% of the sale price. Suppose XYZ receives a $1MM GDM order and that the currentUSD/GDM exchange rate is 0.60 (i.e. 1 GDM = 0.60 USD). The cost of production of thisorder is $480,000 (0.60 x $1MM x 0.80). The exchange rate six months from now is, ofcourse, uncertain in which case XYZ is exposed to exchange rate risk.RequiredExplain how the company can use forward contract for hedging purposes
- Annual demand for number 2 pencils at the campus store is normallydistributed with mean 1,000 and standard deviation 250. The store purchases the pencils for 6 cents each and sells them for 20 cents each. There is a two-month lead time from the initiation to the receipt of an order. The store accountant estimates that the cost in employee time for performing the necessary paperwork to initiate and receive an order is $20, and recommends a 22 percent annual interest rate for determining holding cost. The cost of a stock-out is the cost of lost profit plus an additional 20 cents per pencil, which represents the cost of loss of goodwill.a. Find the optimal value of the reorder point R assuming that the lot size used is the EOQ.b. Find the simultaneous optimal values of Q and R.c. Compare the average annual holding, setup, and stock-out costs of the policies determined in parts (a) and (b).d. What is the safety stock for this item at the optimal solution?A manufacturing company faces an uncertain demand for its product at an average of 10,000 units per year. Selling price of the product is IDR. 1.500.000,-. The cost of holding per unit per year is estimated at IDR 350.000,-. Profit of the product is IDR. 300,000,- per unit. If the company could not meet the demand, then the profit will be lost. Ordering lead time is approximately 7 days, and the demand during lead time follows a uniform distribution of 30 to 200 units. a.Determine order quantity and reorder points to minimise the total cost. b. Determine the review period and maximum inventory to minimise the total cost C. Calculate the total cost for item a and b based on the your iteration on the dataA hot dog vendor at Wrigley Field sells hot dogs for$1.50 each. He buys them for $1.20 each. All the hot dogshe fails to sell at Wrigley Field during the afternoon can besold that evening at Comiskey Park for $1 each. The dailydemand for hot dogs at Wrigley Field is normally distributedwith a mean of 40 and a standard deviation of 10.a If the vendor buys hot dogs once a day, how manyshould he buy?b If he buys 52 hot dogs, what is the probability that hewill meet all of the day’s demand for hot dogs at Wrigley?