The facility manager for the buildings on the campus of a company that designs video games is considering the inventory policy for hand sanitizer. Apply the EOQ model to thefollowing quantity discount situation for which D-600 units per year, C. $45, and the annual holding cost rate is 20%. (Round your answers to the nearest integer)Discount CategoryDiscount (%) Unit Cost$10.0012Order Size100 or moreWhat order quantity do you recommend?09₁9₂Since Q, is over0 to 9903$9.70its limit of 99 units, Q, cannot beOrder QuantityQ₁-789₂-79xx

Find the given details below: Annual Demand (D)600Ordering cost (S) $ 45Per…

Answered: The facility manager for the buildings…

Practical Management Science

6th Edition

ISBN:9781337406659

Author:WINSTON, Wayne L.

Publisher:WINSTON, Wayne L.

Chapter2: Introduction To Spreadsheet Modeling

Section: Chapter Questions

Problem 20P: Julie James is opening a lemonade stand. She believes the fixed cost per week of running the stand...

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Discount-Mart, a major East Coast retailer, wants todetermine the economic order quantity (see Chapter 12 for EOQformulas) for its halogen lamps. It currently buys all halogenlamps from Specialty Lighting Manufacturers in Atlanta. Annualdemand is 2,000 lamps, ordering cost per order is $30, and annualcarrying cost per lamp is $12. a) What is the EOQ?b) What are the total annual costs of holding and ordering(managing) this inventory?c) How many orders should Discount-Mart place with SpecialtyLighting per year?
Apply the EOQ model to the following quantity discount situation for which D 800 units per year, Ca- $45, and the annual holding cost rate is 20%. (Round your answers to the nearest integer.) Discount Category Discount (%) Order Size Unit Cost Order Quantity O to 99 $10.00 100 or more $9.70
The concession stand at the Blacksburg High School stadium sells slices of pizza during soccergames. Concession stand sales are a primary source of revenue for high school athletic programs,so the athletic director wants to sell as much food as possible. However, any pizza notsold is given away to the players, coaches, and referees, or it is thrown away. The athletic directorwants to determine a reorder point that will meet, not exceed, the demand for pizza. Pizzasales are normally distributed, with a mean of 6 pizzas per hour and a standard deviation of2.5 pizzas. The pizzas are ordered from Pizza Town restaurant, and the mean delivery time is30 minutes, with a standard deviation of 8 minutes. Currently, the concession stand places an order when it has 1 pizza left. What level of service does this result in?
Apply the EOQ model to the following quantity discount situation in which D=500 units per year, C0=$40, and the annual holding cost rate is 20%. What order quantity do you recommend? Discount Category Order Size Discount (%) Unit Cost 1 0 to 99 0 $10 2 100 or more 3 $9.70
I need a detailed explanation on how to solve this problem: A paint shop implements an inventory policy on its stock of white paint, which costs the store $6 per can. Monthly demand for cans of white paint is normal with mean 28 and standard deviation 8. The replenishment lead time is 14 weeks. Excess demand is backordered, but costs $10 per back ordered can in labor and loss of goodwill. There is a fixed cost of $15 per order, and the holding cost is based on 30% interest rate per annum. In your computations, assume 4 weeks per month. - Write down the model name and parameters. - What are the optimal lot size and reorder points for white paint (include the formulas)? - What is the optimal safety stock (include the formula)? *** Suppose the paint shop from the above problem adopts a service level policy. - What are the optimal lot size and reorder points for white paint, such that 90% of the cycles are filled without backordering (include all formulas)? - What is the fill rate…
A golf specialty wholesaler operates 50 weeks per year. Management is trying to determine an inventory policy for its 1-irons, which have the following characteristics: > Demand (D) = 2,000 units/year > Demand is normally distributed > Standard deviation of weekly demand = 2 units > Ordering cost = $30/order > Annual holding cost (H) = $5.00/unit > Desired cycle-service level = 85% > Lead time (L) = 4 weeks Refer to the standard normal table for z-values. a. If the company uses a periodic review system, P should be 3.87 weeks. (Enter your response rounded to the nearest whole number.) T should be units. (Enter your response rounded to the nearest whole number.)
An electronics retailer carries a particular cellular telephone with the following characteristics:Average monthly sales = 120 unitsOrdering cost = $25 per orderCarrying cost = 35 percent per yearItem cost = $300 per unitLead time = 4 daysStandard deviation of daily demand = .2 unitWorking days per year = 250a. Determine the EOQ.b. Calculate the reorder point for a 92 percent service level, assuming normally distributed demand.c. Design a Q system for this item.d. What happens to the reorder point when the lead time changes? What happens to the reorder point when the standard deviation of demand changes?
the economic order quantity (see Chapter 12 for EOQformulas) for its halogen lamps. It currently buys all halogenlamps from Specialty Lighting Manufacturers in Atlanta. Annualdemand is 2,000 lamps, ordering cost per order is $30, and annualcarrying cost per lamp is $12.a) What is the EOQ?b) What are the total annual costs of holding and ordering(managing) this inventory?c) How many orders should D iscount-Mart place with SpecialtyLighting per year?
A local artisan uses supplies purchased from an overseas supplier. The ownerbelieves the assumptions of the EOQ model are met reasonably well. Minimization ofinventory cost is her objective. Relevant data, from the files of the credit firm, are annualdemand (C) = 240 units, ordering cost (B) = 42 MU/order, and holding cost = 4MU/unit/year.a) How many should she order at one time?b) How many times per year will she replenish its inventory of this material?c) What will be the total inventory costs associated with this material? Please mention formulas and do it in detail so I can understand.
The owner and manager of a hardware store reevaluates his inventory policy for hammers. sells an average of 50 hammers a month, so you have placed purchase orders for 50 hammers with a distributor at a cost of $20 each at the end of each month. But the owner does not place all the store orders and find that this takes much of your time. He estimates that the value of his time spent ordering hammers is $75. a) What must be the unit cost of maintaining hammers for the current policy of the hardware store to be Optimal according to the EOQ model? b) If the distributor delivers an order for hammers in 5 business days (out of an average of 25 per month), what should be the reorder point, according to the EOQ model?
company sells 20,000 radios evenly throughout the year. The cost of carrying one unit of inventory for one year is P8, and thepurchase order cost per order is P32. What is the economic orderquantity
32) ABC Shop ABC shop uses glue at a daily rate that is normally distributed with a mean of 250 ounces and a standard deviation of 26 ounces. When the shop places an order for glue it requires 9 days for the order to arrive. What is the Reorder Point if the shop wants an 84% Service Level? Round to an integer value. Group of answer choices a) 2,347 ounces b) 1,538 ounces c) 1,967 ounces d) 2,307 ounces e) 2,327 ounces f) 1,558 ounces

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