The primary objective in determining the Economic Order Quantity (EOQ) for an item is to: O minimize the quantity of the item ordered from the supplier each time. minimize the annual total inventory cost for that item. order the item from a supplier located in close proximity. O maximize the time between orders. O find a quick and easy way to answer the lot sizing question, regardless of whether the demand for the item is dependent or independent.
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- Catlea Merchandising is engaged in selling school shoesfor both boys and girls in their teenage years. Catlea needs 32,000 pairs of shoes in a year in order to satisfy the market demand. It costs ₱ 48 to place an order while ₱ 8 is needed to hold each quantity of shoe in Catlea's inventory. Upon checking on Catlea's supplier, it takes 8 days in between placing an order and eventually receiving it. a. Determine the Economic Order Quantityb. Determine the number of order per monthc. Determine the reorder pointProblem 20-39 (Algo) CU, Incorporated (CUI), produces copper contacts that it uses in switches and relays. CUI needs to determine the order quantity, Q, to meet the annual demand at the lowest cost. The price of copper depends on the quantity ordered. Here are price-break and other data for the problem: Price of copper Annual demand Holding cost Ordering cost $ 0.82 per pound up to 2,999 pounds 0.81 per pound for orders between 3,000 and 5,999 pounds $ 0.79 per pound for orders 6,000 pounds or greater 48,000 pounds per year 30 percent per unit per year of the price of the copper 30 Which quantity should be ordered? Quantity poundsA manufacturer of exercise equipment purchases the pulley section of the equipment from a supplier who lists these prices: Less than 1000 $5.00 each 1000 to 3999 $4.95 each 4000 to 5999 $4.90 each 6000 or more $4.85 each Ordering costs are $50, annual carrying costs per unit are 40 percent of purchase cost, and annual usage is 4900 pulleys. Determine the order quantity that will minimize total cost.
- Reorder PointConsider an economic order quantity case where annual demand D = 1,000 units, economic order quantity Q = 200 units, the desired probability of not stocking out P = .95, the standard deviation of demand during lead time σL = 25 units, and lead time L = 15 days. Determine the reorder point. Assume that demand is over a 250-workday year.For a specific farm implement ‘FI’ is to be ordered by a food processing company, following data is available: Monthly Demand= 800 units Purchase cost/unit = $40/unit Ordering costs= $60/ order Holding costs (Ch) = $12/unit/year, fire insurance = 6% of the unit cost, 2% other overheads. Determine optimal order quantity of ‘FI’ items and how frequently the order should be placed?The materials manager for a billiard ball maker must periodically place orders for resin, one of the raw materials used in producing billiard balls. She knows that manufacturing uses resin at a rate of 50 kilograms each day, and that it costs $.04 per day to carry a kilogram of resin in inventory. She also knows that the order costs for resin are $100 per order, and that the lead time for delivery is four days. If the order size was 1,000 kilograms of resin, what would be the average inventory level?
- Problem 20-39 (Algo) CU, Incorporated (CUI), produces copper contacts that it uses in switches and relays. CUI needs to determine the order quantity, Q, to meet the annual demand at the lowest cost. The price of copper depends on the quantity ordered. Here are price-break and other data for the problem: Price of copper 0.80 per pound up to 2,499 pounds 0.79 per pound for orders between 2,500 and 4,999 pounds %24 0.77 per pound for orders 5,000 pounds or greater 51,000 pounds per year 30 percent per unit per year of the price of the copper Annual demand Holding cost Ordering cost 30 Which quantity should be ordered? Quantity poundsProblem 20-39 (Algo) CU, Incorporated (CUI), produces copper contacts that it uses in switches and relays. CUI needs to determine the order quantity, Q, to meet the annual demand at the lowest cost. The price of copper depends on the quantity ordered. Here are price-break and other data for the problem: Price of copper $ 0.84 per pound up to 2,499 pounds $ 0.83 per pound for orders between 2,500 and 4,999 pounds $ 0.81 per pound for orders 5,000 pounds or greater Annual demand 54,000 pounds per year Holding cost 25 percent per unit per year of the price of the copper Ordering cost $ 30 Which quantity should be ordered? Quantity_____________poundswhat is the optimal reorder point R? what is the optiman order quantity q?
- Alina Limited is a manufacturer of widgets orders components for use in manufacturing. The estimated demand for the components during the coming year is 15,000. Order costs are $100 per order; carrying costs are $12 per component. Using the economic order quantity model What is Alina Ltd’s optimum order quantity? If the supplier guarantees a three (3) day delivery on any order that is placed, What is the re-order point?How do I find the Economic Order Quantity (EOQ), the optimal order quantity, and the total annual inventory cost (TC) for the products shown in the attached screenshot? Would the EOQ be ((2*C2*E2)/D2)^(1/2) for the CPU? What about the optimatal order quanitity and total annual inventory cost?Demand for an item is at the rate of 200 units per day. Stock will be replenished immediately upon order. Each order made will be charged a preparation cost of RM100.00, while a unit of goods that is kept in stock for a day will be charged a cost of RM0.50. Shortages are allowed to occur at a cost of RM3.00 for each unit of goods that are reduced for a day. Determine(i) the optimum order quantity(ii) the maximum allowable deficit size.