Calculate and interpret the Economic Order Quantity (EOQ). b. At what inventory level should Hamid Company place another order. Interpret.
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Q: Calculate Economic Order Quantity (EOQ), number of orders, annual ordering costs, annual carrying…
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A: SOLUTION- ECONOMIC ORDER QUANTITY = 2*A*O / C A= ANNUAL DEMAND O= ORDERING COST C= CARRYING COST…
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Q: 4. If the price of the material is RO 15 per unit and the annual consumption is 4000 units, the…
A: SOLUTION- FORMULA, EOQ=2×A×O/C A (ANNUAL DEMAND)=4000 UNITS O (ORDER COST)= RO 60 C (CARRYING COST)=…
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A: Formula: Economic Order Quantity = ( 2 x Annual required pound) x [ Cost of placing an order /…
Q: A company has 52 week per year operation. The weekly demand is for product it needs is 20 units and…
A: EOQ = 2 × D × SH where D= Annual Demand S= Cost of reordering (per unit) H=…
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- Sterling Corporation has an EOQ of 5,000 units. The company uses an average of 500 units per day. An order to replenish the part requires a lead time of five days. Required: 1. Calculate the reorder point, using Equation 20.3. 2. Graphically display the reorder point, where the vertical axis is inventory (units) and the horizontal axis is time (days). Show two replenishments, beginning at time zero with the economic order quantity in inventory. 3. What if the average usage per day of the part is 500 units but a daily maximum usage of 575 units is possible? What is the reorder point when this demand uncertainty exists?Ottis, Inc., uses 640,000 plastic housing units each year in its production of paper shredders. The cost of placing an order is 30. The cost of holding one unit of inventory for one year is 15.00. Currently, Ottis places 160 orders of 4,000 plastic housing units per year. Required: 1. Compute the annual ordering cost. 2. Compute the annual carrying cost. 3. Compute the cost of Ottiss current inventory policy. Is this the minimum cost? Why or why not?The ABC Company consumes inventory of 67,500 units of components per year . The carrying cost per unit is RO 1.50 . The fixed order cost is RO 25 per order . The production planning is 365 - day year . a . What is the Economic Order Quantity ( EOQ ) ? Interpret . b . Calculate and interpret the optimal number of orders to be placed. c. If it takes five days to receive an order from suppliers, at what inventory level should ABC Company place another order? Interpret .
- 2. The ABC Company consumes inventory of 67,500 units of components per year. The carrying cost per unit is RO 1.50. The fixed order cost is RO 25 per order. The production planning is 365-day year. a. What is the Economic Order Quantity (EOQ)? Interpret. 219 S b. Calculate and interpret the optimal number of orders to be placed. the ida c. If it takes five days to receive an order from suppliers, at what inventory level should ABC Company place another order.Interpret.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?The rate of consumption of an item is 20 units per year. The cost of procurement (i.e. placing an order and receiving the goods) per order is Rs. 40. The unit cost is Rs. 100. Inventory carrying cost is 0.16% and it depends upon the average stock. Use Model I to determine: (i) EOQ (ii) If lead time is 3 months, determine the reorder point.
- Diagnostic Supplies has expected sales of 98,000 units per year, carrying costs of $5 per unit, and an ordering cost of $8 per order. a. What is the economic ordering quantity? Economic ordering quantity b-1. What is the average inventory? Average inventory b-2. What is the total carrying cost? Total carrying cost units unitsThe weekly requirement of a component is 950 units. The order cost is RM85 per order, the holding cost is RM5 per unit per year and the component cost is RM250 per unit. The firm operates 52 weeks per year. i) Calculate the Economic Order Quantity (EOQ). [Hitungkan Kuantiti Pesanan Ekonomi (EOQ).] ii) Calculate annual total inventory cost. [Hitungkan jumlah kos inventori tahunan.)An entity uses the economic order quantity model and wishes to discover how many orders it need to place each year in order to meet its annual demand of 50,000 units. The cost of placing an order is £5 and the cost of holding a unit of inventory for year is £6. a. 177 b. 180 c. 174 d. 144
- The following information relates to a company . The fixed cost per order is ksh 1,500 The purchase price per unit is ksh 35 The carrying costs per unit of inventory 10% of the purchase price The annual demand is 5,000units Calculate theEconomic Order Quantity Total number of orders in a year LeadtimeActivities/Assessments: Activity 9 Solve the following EOQ model problems: 1. Each year, Y Company purchases 20,000 units of an item that costs P 640 per unit. The cost of placing an order is P 480, and the cost to hold the item in inventory for one year is P 150. a. Determine the EOQ. b. What is the average inventory level, assuming that the minimum inventory level is zero? c. Determine the total annual ordering cost and the total annual holding cost for the item if the EOQ is used. 2. A toy manufacturer uses approximately 32,000 silicon chips annually. The chips are used at a steady rate during the 240 days the plant operates. Annual holding cost is P27 per chip and ordering cost is P1,080. Lead time = 1 week. a. Find the EOQ. b. Find the reorder point. c. What would be your ordering policy for this item? d. Find the total annual cost of ordering and carrying silicon chips. 3. A large bakery buys sugar in 50-kg bags. The bakery uses an average of 1,344 bags a year. Preparing an order…5. Economic Order Quantity Jimin Company requires 40,000 units for its signature product BTS. The units will be used evenly throughout the year. The cost to place one order is P 20 while the cost to carry the inventory for one year is P 0.40 per unit. REQUIRED: A) Determine the optimal order quantity (EOQ). B) How many orders should be placed within the year? C) How often should the units be ordered within a year? D) Determine the average inventory in units.