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- Jim recently acquired a designer shoe store in downtown silver spring. The former owner always ordered 100 pairs of shoes. Jim wants to reevaluate this policy. Based on his analysis, the cost to place each order is $40 and the holding cost is $12 per shampoo bottle per year. The annual demand for this product is 2500 pairs. Should Jim change the current order policy and, if so, how much can she save? Answer in two decimal places. (Hint: Calculate annual total cost using the old and the new policy and compare)William Beville's Computer Training School in Richmond stocks notebooks for sale and would like to reduce its inventory cost by determining the optimal number of notebooks to order in each order. The ordering cost for each order is $27. The annual demand is 19455 units. The annual cost of holding each unit is $6. Each notebook costs $12. The school has a year of 250 working days. When a new order of notebooks is made, the supplier takes 4 days to deliver it. Show your work. 1. What inventory management model should we use to solve this problem? Model Economic Quantity to Order Model for discount purchases Model Economic Quantity to Produce Model to handle dependent demand 2. What is the optimal number of notebooks to make in each order? Response 3. What is the annual ordering cost (AOC)? Response 4. What is the Annual Holding Cost (AHC)? Response 5. What is the annual product cost (APC)? Response 6. What is the annual total cost of managing inventory (ATC) Answer 7. What would be the…A local service station is open 7 days per week, 365 days per year. Sales of 10W40 grade premium oil average 20 cans per day. Inventory holding costs are $0.50 per can per year. Ordering costs are $10 per order. The lead time is two weeks. Backorders are not practical— the motorist drives away.a. Based on these data, choose the appropriate inventory model and calculate the economic order quantity and reorder point. Describe in a sentence how the plan would work. Hint: Assume demand is deterministic.b. The boss is concerned about this model because the demand really varies. The standarddeviation of demand was determined from a data sample to be 6.15 cans per day. Themanager wants a 99.5 percent service probability. Determine a new inventory planbased on this information and the data in part (a). Use Qopt from part (a).
- Custom Computers, Inc. assembles custom home computer systems. The heat sinks needed are bought for $12 each and are ordered in quantities of 1300 units. Annual demand is 5200 heat sinks, the annual inventory holding cost rate is $3 per unit, and the cost to place an order is estimated to be $50. Calculate the following: (a) Average inventory level (b) The number of orders placed per year (c) The total annual inventory holding cost (d) The total annual ordering cost (e) The total annual costThe manager of an auto parts store is reviewing the inventory policy for one of their fastest selling products — car batteries. The store sells an average of 40 car batteries every week. The cost to hold one battery in inventory for a year is $15. The ordering cost per order is estimated at $50. The store operates all 52 weeks in a year.Use the information in Scenario 9.5. If the manager decides to order at the economic order quantity, what is the sum of the annual ordering cost and holding cost? Group of answer choices greater than $1800 but less than or equal to $2100Helen needs 1159 kgs of chicken per day on average to make enchiladas for her store. The supplier charges a $67 delivery fee per order (which is independent of the order size) and $3.90 per kg. Helen’s annual holding cost is 20%. Assume 52 weeks per year and 7 days per week. If Helen wants to minimize inventory holding and ordering costs, how much chicken should she purchase with each order (in kgs)? Provide your answer as an integer value.Use Econimic Order Quantity formula. The answer is 8,513. Not sure how to get there.
- Please do not give solution in image formate thanku. A health and nutrition store stocks a multivitamin with an annual demand of 1,000 bottles has Co = $24.50 and Ch = $9. The demand exhibits some variability such that the lead-time demand follows a normal probability distribution with ? = 25 and ? = 5. What is the recommended order quantity? (Round your answer to the nearest integer.) What are the reorder point and safety stock if the store desires at most a 6% probability of stock-out on any given order cycle? (Round your answers to the nearest integer.) reorder point ? safety stock? If a manager sets the reorder point at 30, what is the probability of a stock-out on any given order cycle? (Round your answer to four decimal places.) How many times would you expect a stock-out during the year if this reorder point were used? (Round your answer to the nearest integer.)NiceShoes retail store sells one model of casual shoes all around the year. The demand for this model has an approximately constant rate of 750 pairs every three months. the store incurs an ordering cost of $ 75 and a holding cost of 20 %. The supplier offers NiceShoes the following price structure. Q4. Which order quantity results in the lowest cost?Anna Smith sells beauty supplies. Her annual demand for a particular skin lotion is 1,000 units. The cost of placing an order is $20, while the holding cost per unit per year is 10 percent of the cost. This item currently costs $10 if the order quantity is less than 300. For orders of 300 units or more, the cost falls to $9.80. To minimize total cost, how many units should Ivonne order each time she places an order? What is the minimum total cost?
- 8. A local retailer anticipates an annual demand 12000 units of a product. The retailer allows shortages for that product, and these shortages are backordered at a rate of 4 OMR per unit backordered. The cost of ordering is 200 OMR, whereas, the annual holding cost is 1 OMR per unit. The retailer operates 300 days per year. What is the optimal maximum inventory level? Round - up to the nearest integer ? a. 1987 b. 1789 c. 1960 d. None is correct e. 1898The manager of a large electronics store wants to begin stocking a universal TV remote control device. Expected daily demand is 25 units (250 working days a year). The remote controls can be purchased from either supplier A or supplier B. Their price lists are as follows: Supplier A Supplier B Quantity Unit price Quantity Unit price 1-199 $14 1-149 $14.1 200-499 $13.8 150-349 $13.9 500+ $13.6 350+ $13.7 Ordering cost is $40 per order and annual holding cost is 25 percent of unit price. Lead time for either supplier is 10 days. Which supplier should be chosen and what kind of inventory ordering policy should be adopted?Hayes Electronics assumed with certainty that the ordering cost is $450 per order and the inventory carrying cost is $170 per unit per year. However, the inventory model parameters are frequently only estimates that are subject to some degree of uncertainty. Consider four cases of variation in the model parameters: (a) Both ordering cost and carrying cost are 10% less than originally estimated, (b) both ordering cost and carrying cost are 10% higher than originally estimated, (c) ordering cost is 10% higher and carrying cost is 10% lower than originally estimated, and (d) ordering cost is 10% lower and carrying cost is 10% higher than originally estimated. Determine the optimal order quantity and total inventory cost for each of the four cases. Prepare a table with values from all four cases and compare the sensitivity of the model solution to changes in parameter values.