The Trektronics store begins each week with 240 phasers in stock. This stock is depleted each week and reordered. The carrying cost per phaser is $29 per year and he fixed order cost is $51. . What is the current total carrying cost? (Do not round intermediate calculations and round your answer to the nearest whole number, e.g., 32.) ». What is the current restocking cost? (Do not round intermediate calculations and round your answer to the nearest whole number, e.g., 32.) . What is the economic order quantity? (Do not round intermediate calculations and round your answer to 2 decimal places. e.a.. 32.16.)

The Trektronics store begins each week with 240 phasers in stock. This stock is depleted each week and reordered. The carrying cost per phaser is $29 per year and he fixed order cost is $51. . What is the current total carrying cost? (Do not round intermediate calculations and round your answer to the nearest whole number, e.g., 32.) ». What is the current restocking cost? (Do not round intermediate calculations and round your answer to the nearest whole number, e.g., 32.) . What is the economic order quantity? (Do not round intermediate calculations and round your answer to 2 decimal places. e.a.. 32.16.)

Cornerstones of Cost Management (Cornerstones Series)

4th Edition

ISBN:9781305970663

Author:Don R. Hansen, Maryanne M. Mowen

Publisher:Don R. Hansen, Maryanne M. Mowen

Chapter20: Inventory Management: Economic Order Quantity, Jit, And The Theory Of Constraints

Section: Chapter Questions

Problem 6E: Ottis, Inc., uses 640,000 plastic housing units each year in its production of paper shredders. The...

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A company stocks an item that is consumed at the rate of 35 units each day. Every time an order is placed for new supply, $ 105 must be paid. A unit inventory held in stock will cost $ 0.15 d) What is the total cost if the order quantity is 205 more than EOQ? e) What is the optimum number of orders (rounded to the closest integer) that the company has to place each year? Assume that the company has a standing policy of not allowing shortages in demand.
A company stocks an item that is consumed at the rate of 30 units each day. Every time an order is placed for new supply, $ 120 must be paid. A unit inventory held in stock for one week will cost $ 0.14. What is the economic order quantity (EOQ)? What is the cycle time for the EOQ? What is the total annual cost for the EOQ? What is the total annual cost if the order quantity is 200 more than EOQ? What is the optimum number of orders (rounded to the closest integer) that the company has to place each year? Assume that the company has a standing policy of not allowing shortages in demand.
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9. Award: 10.00 points The Trektronics store begins each month with 1,000 phasers in stock. This stock is depleted each month and reordered. The carrying cost per phaser is $33 per year and the fixed order cost is $545. a. What is the total carrying cost? Note: Do not round intermediate calculations and round your answer to the nearest whole number, e.g., 32. b. What is the restocking cost? Note: Do not round intermediate calculations and round your answer to the nearest whole number, e.g., 32. c. Calculate the economic order quantity. Note: Do not round intermediate calculations and round your answer to 2 decimal places, e.g., 32.16. d. Calculate the optimal number of orders per year. Note: Do not round intermediate calculations and round your answer to 2 decimal places, e.g., 32.16. a. Carrying costs b. Restocking costs c. Economic order quantity d. Orders per year
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 response
Harrowing Company has the following information: Annual demand =3,500 units Order size = 500 units Ordering cost per order =$400 Carryingcosts per unit for one year =$40 Lead time (maximum 20 days)=10days Maximumd use =25 units Work year =250days Required: a.Determine the economic order quantity for Harrowing b. Determine the reorder point. c. What is the safety stock needed to prevent stockouts?
Princeton GI Roofing Ltd wants to reduce its total inventory cost using the appropriate EOQ model. Currently, it orders 2170 thick gauge roofing sheets per batch. Annual demand is projected to be 43420 sheets. The ordering cost is Php 120. The average carrying cost is equivalent to 20% of the unit acquisition price of Php 400. Lead time is three days. Assume a 365 day year. Answer the following:g. Based on its current practice, how many times does it order in a year? Express your answer up to the hundredths place (two decimal places). h. Based on its current practice, what is its average inventory level? Express your answer up to the nearest integer or whole number.i. Based on its current practice, what is the company's total annual inventory cost? Express your answer up to the nearest centavo.
Q3) suppose that the demand for a product is 2000 per year, and the items are withdrawn uniformly. The order cost is 150$ and the inventory holding cost is 0.5$ per item per month. Assuming shortages are not allowed, find: 1- The economic order quantity. 2- The number of ordering during the year (order frequency). 3- The interval between two orders. 4- The annual cost.
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.
Direction: Read the problems carefully. Provide proper solutions. Round your answers to the nearest hundredths. 1. The Air Supply store begins each week with 365 tires in stock. This stock is depleted each week and reordered. If the carrying cost per tire is P56 per year and the fixed order cost is P95. What is the total carrying cost? 2. Each year The Carpenters sell 2300 units of a product at a price of P630.25 each. The variable cost per unit is P392 and the carrying cost per unit is P167.50. The fixed cost of ordering is P78.50. 2.1 What is the economic order quantity (whole number)? 2.2 How much are the total ordering costs (nearest hundredths)? 3. The BeeGees' sells guitars for P6,999 each. The store consistently sells 450 guitars every year. The fixed cost to order more guitars is P680 and the carrying cost is P120. What is the economic order quantity? 4. Each year PBB sells 285 units of a product at a price of P600 each. The variable cost per unit is P575 and the carrying cost…
The ABC co.is planning to stock new product. The ABC co.has developed thefollowing information:Annual usage = 5400 unitsCost of the product = 365 MU/unitOrdering cost = 55 MU/orderCarrying cost = 28%/year of inventory value helda) Determine the optimal number of units per order?b) Find the optimal number of orders/year?c) Find the annual total inventory cost? Please mention formulas and do it in detail so I can understand.
According to the Financial Department, the cost for a short waiting of a customer is $20. When there are: backorder, lost sales, lost customer, the costs are: $40, $100, S600 respectively. Y Figures calculated by the Marketing Department for the last year show the following: 1. 20% of all stock-outs result in short waiting of a customer. 2. 50% of all stock-outs result in a back order. 3. 20% of all stock-outs result in a lost order. 4. 10% of all stock-outs result in a lose of a customer. Questions: a. What is the average cost of a stock-out? b. How much should we invest in inventory to reduce the number of stock-outs from 1000 a year to only 200 per year?