Company ABC stocks product Y in its inventory. Annual demand is approximately 800 units, with a unit cost of $30. The supplier has a consistent lead time of 4 days. Holding costs are $7.50 per unit of average inventory, and ordering costs are $4 per order. Calculate the reorder point (R) assuming no safety stock. (Assume 365 days per year)
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- Assume Palmer Corp. markers uses 1,440,000 gallons of ink each year. Assume Palmer will order the ink at a rate of P2 per gallon plus a fixed cost of P100 per order. At cost, the firm's carrying cost is 20% of the inventory value. What is Palmer's minimum costs of ordering and holding inventory?Answer meEquate Inc. sells products with a cost of $25,000 during the year to customer for $55,000. It is Equate’s policy to accept returns up to 60 days after the date of purchase. Equate estimates that there is a 60% probability that returns will be 3% of sales and a 40% probability that returns will be 2.5% of sales. What is the transaction price under a) expected value method b) most likely amount method? Choices: A: $53,460 B: $53,350 A: $53,350 B: $53,460 A: $53,460 B: $54,450 A: $54,450 B: $53,460 A: $53,350 B: $53,350
- Suppose that your company sells a product for which the annual demand is 10,000 units. Holding costs are $1.00 per unit per year, and setup costs are $200 per order. What is the minimum total stock administration cost for the product?A company wishes to establish an EOQ for an item for which the annual demandis $800,000, the ordering cost is $32, and the cost of carrying inventory is 20%.Calculate the following:a. The EOQ in dollars.b. Number of orders per year.c. Cost of ordering, cost of carrying inventory, and total cost.d. How do the costs of carrying inventory compare with the costs of ordering?(D) Buckley Enterprise sells a product that cost $450 per unit and has a monthly demand of 5,000 units. The annual holding cost per unit is calculated as 5% of the unit purchase price. It costs the business $75 to place a single order. Currently the business places 12 orders each year. i) What is the total stock administrative cost of Buckley's current inventory policy? ii) Is this the entity's cost minimizing solution for this product each year? Explain.
- What is the company's estimated EOQ on these general accounting question?Given the following informations annual sales in units 30,000 cost of placing an order $60,00 per unit carrying costs $ 1.50 Existing units of safety stock 300 a what is the EOQ? b. what is the average inventory based on the EOQ and the existing safety stock c. what is the maximum level of inventory? d. how many orders are placed each year?What is the average age of inventory for Patsy if it has sales of P320,000, an average inventory of P5,333, and cash conversion cycle of 20 days ? Assume that the cost of sales is 55% of Sales.
- An inventory item has a demand of 10,000 units per month. The cost of each unit is $6, and the interest on tied-up money is 10%. The average ordering cost is $250 per order. a) What is the EOQ? units (round your response to the nearest integer). b) What is the optimal number of orders per year? to the nearest integer) c) What is the optimal number of days between any two orders? your response to the nearest integer) d) What is the annual holding cost? $ nearest integer) orders (round your response e) What is the total annual cost of the inventory system? $ to the nearest integer) days (round per year (round your response to the (round your responsePassion Softdrinks annual sales amount to 900 000 units. Orders are placed in multiples of 300 units. The purchasing price is R3 per unit. The carrying cost of inventory equals 25% of the purchase price of goods. The ordering cost is R60 per order. Three days are required for delivery. The desired safety stock for the firm is 30 000 units. This amount is on hand. 4.1.1 Calculate the EOQ for Passion Softdrinks. 4.1.2 Determine the number of orders to be placed each year. (Assume a 360 day year) 4.1.3 Determine the reorder point for inventoryBased on an EOQ analysis (assuming a constant demand), the optimal order quantity is 2,500. The company desires a safety stock of 500 units. A 5-day lead time is needed for delivery. Annual inventory carrying costs equal 25% of the average inventory level. The company pays P4 per unit to buy the product, which it sells for P8. The company pays P150 to place a detailed order, and the monthly demand for the product is 4,000 units. Compute for the annual inventory carrying cost.