A store sells a product that has the annual demand of 16,156 units. It purchases the product from supplier A for $74.4 per unit. The unit inventory carrying cost per year is 14 percent of the unit purchase cost. The cost to place and process an order from the supplier is $107 per order. Supplier A has a delivery lead time of 7 days. The store operates 300 days a year. Assume EOQ model is appropriate. What is the optimal total annual inventory and purchase cost for the store? Use at least 4 decimal places.
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- Jansen Crafters has the capacity to produce 50,000 oak shelves per year and is currently selling 44,000 shelves for $32 each. Cutrate Furniture approached Jansen about buying 1,200 shelves for bookcases it is building and is willing to pay $26 for each shelf. No packaging will be required for the bulk order. Jansen usually packages shelves for Home Depot at a price of $1.50 per shell. The $1.50 per-shelf cost is included in the unit variable cost of $27, with annual fixed costs of $320.000. However, the $130 packaging cost will not apply in this case. The fixed costs will be unaffected by the special order and the company has the capacity to accept the order. Based on this information, what would be the profit if Jansen accepts the special order? A. Profits will decrease by $1,200. B. Profits will increase by $31,200. C. Profits will increase by $600. D. Profits will increase by $7,200.A hardware store sells paint that has a demand of 9,706 gallons per year. The store purchases the paint from a supplier for 11.2 dollars per gallon The unit holding cost per year is 24 percent of the unit purchase cost. while the ordering cost is 175 dollars per order. The paint supplier has a lead time of 10 days. What is the annual ordering cost if the store uses the order quantity of 2,103 gallons per order? Assume EOQ model is appropriate. Use at least 4 decimal places.The annual demand for a particular chemical product is 1,200 units. Suppose that the annualholding cost is $24 per unit, and the ordering cost is $100.Part A: Find the optimal order quantity based on EOQ analysis, and calculate the combinedannual ordering and holding cost.Part B: Now suppose that the store manager finds out that the demand has been underestimated.Specifically, the correct annual demand is 1,500 units. On the other hand, due to operationalrestrictions she cannot change the order quantity and thus use the same order size from part A.How much this error cost the store? (This can also be considered as a penalty for parametermisestimation).
- Items purchased from a vendor cost $20 each, and the forecast for next year’s demand is 1,000 units. If it costs $5 every time an order is placed for more units and the storage cost is $4 per unit per year, a. What quantity should be ordered each time? b. What is the total ordering cost for a year? c. What is the total storage cost for a year?What is the EOQ for a firm that sells 5,800 units when the cost of placing an order is $5.20 and the carrying costs are $4.00 per unit? Round your answer to the nearest whole number. units How long will the EOQ last? Use the rounded value from the previous question. Assume 365 days in a year. Round your answer to the nearest whole number. days How many orders are placed annually? Assume 365 days in a year. Use the rounded value from the previous question. Round your answer to the nearest whole number. orders per year As a result of lower interest rates, the financial manager determines the carrying costs are now $2.2 per unit. What is the new EOQ? Round your answer to the nearest whole number. units What is the annual number of orders? Assume 365 days in a year. Use the rounded values of the new EOQ and duration of the new EOQ in your calculations. Round your answer to the nearest whole number. orders per yearNdapandula Investment CC sells about 12 000 bags of poulty grain per year. The Holding costs are N$ 50.00 per bag per year, and the Ordering costs are about N$ 100.00 per order. The Investment company operates 280 days per year. Determine: I. The optimal economic order quantity. II. The total annual inventory costs III. If the demand increases to 13 000 bags per year, what will the total annual inventory costs amount to?
- The ordering cost for a certain product is $8 per order and the holding cost is $1 per year. The annual demand is 2400 units. Consider the following ordering plans: plan 1: Order all 2400 at one time plan 2: Order 400 once each quarter plan 3: Order 100 once each month Determine: (a) Calculate the annual total costs associated with each plan (plan 1, 2 and 3), and compare the costs (total cost, holding costs and ordering cost). (b) Is there another plan, cheaper than any of these? Calculate the total cost of the cheaper or optimal plan; and for the optimal plan determine how many times in a year an order needs to be in place. (c) In the basic EOQ model, if the cost of placing an order doubles, and all other values remain constant, will the new EOQ increase or decrease then by what percentage.Given: Peter Piper has projected sales of 72,000 pipes this year, ordering cost of P6 per order, and carrying costs of P2.40 per pipe. With the given data, can you give me the solution on how to get: -What is the economic ordering quantity? -Total inventory cost at EOQ -How many orders will be placed during the year?-What will the average inventory be? Thank you in advance.SamaCell has a demand of 2,000 cells per year. The cost of each unit is $80, and the inventory carrying cost is $10 per unit per year. The average ordering cost is $30 per order. It takes about two days for an order to arrive and there are 250 working days per year. Round to two decimal places. a) What is the EOQ? units. b) What is the average inventory if the EOQ is used? units. c) What is the optimal number of orders per year? orders. d) What is the optimal number of days in between any two orders? days. e) What is the annual cost of ordering and holding inventory? USD. What is the reorder point (ROP)?
- A product has a daily demand 60 unitsOrdering cost RO 200, and holding cost RO 3 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 ordering) costs. Assume there a total of 250 workdays per yearRound-up to the nearest integerA moped manufacturing company needs 100,000 units of moped tires for its production per year. The carrying costs of these tires are 10 per unit per year. Fixed ordering cost is 400. What is the optimal number of units should the company order each time in order to minimize total inventory cost? At this optimal quantity, how often should the company order its moped tires? Assume a 365-day year.One of the bulk raw beverages, which Blanchard buys, is gin. Assume that the cost of purchasing enough raw gin for one case is $100. Each time they place an order their cost for processing the order is $20. The annual holding cost is 33% of item cost and demand for gin is 2500 cases per year. Calculate the EOQ for this product. If the lead-time is one day, what is the reorder point ROP? What is the annual total cost of this strategy? What is the average inventory? What is the inventory turnover? Please do fast ASAP fast