3. A company has 2 plants (P1 & P2), one regional warehouse (W), 2 retail outlets (R1 &R2)Formulate the LP to minimize shipping costs.b. What change would have to be made in the LP if the max amount of goods that can bea.shipped from W to R1 is 500? How is the optimal solution changed?DemandSuply4101400750R1P18.9.600250P243W4)

Answered: Image /qna-images/answer/53761978-616e-419a-bcb3-859b055b6bd0.jpg

Answered: 3. A company has 2 plants (P1 & P2),…

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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10. A company will sell remote control devices online. Expected yearly demand is 3000 units and it is sold per 250TL. The controllers can be purchased from supplier A. Ordering cost is 40 TL and annual holding cost is 25% of the price. a. Calculate the economic order quantity for the company. b. Calculate the number of orders per year. c. List the assumptions of EOQ model that you used to calculate the value in part A.
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i ABC A.Ş., which produces white goods, has sales centers (X, Y, Z) in 3 cities and production centers (A, B, C) in 3 cities. White goods orders of sales centers200, 100 and 300, respectively; The capacities of the production centers are 150, 175 and 275, respectively. The transportation cost of one product sent from each production center to each sales center is given in the table below. X Y ZA 6 8 10B 7 11 11C 4 5 12In order to meet the demands of each sales center in line with the capacities with the least cost;Build the linear programming model of the problem.(Hint: You can define the decision variable as xij: the amount of product sent from the i. Production center to the j. Consumption center.)
"A chipboard company has 4 factories, Mazatenango, Retalhuleu, Escuintla and Xela. It has four major distributors of its chipboards, which are distributor 1, distributor 2, distributor 3 and distributor 4: Mazatenango Retalhuleu Escuintla Xela DEMAND D1 10 16 19 12 350 D2 12 10 18 15 300 D3 15 22 10 10 250 D4 20 10 12 20 200 SUPPLY 150 150 350 250 1) Formulate the problem as a transportation problem, solve it with the three methods and find the optimal cost for this problem. methods and find the optimal cost for this transportation problem. (remember to go through all possible routes). IN THIS CASE USE MINIMUM TRANSPORTATION COST - LEAST COST METHOD
In a sales rebate contract, a rebate is paid by supplier for any items sold above certain. Select one: O a Quantity Ob. Price Oc Sales locations Od. Inventory Level The supply chain strategy category would include a decision about Select one: Oa which warchouse will supply the Sur location. Ob when the order should be shipped to the customer from Muscat distribution center. Oc how large the warehouse in Khazayen should be. Od which items in the warehouse will be shipped to Sohar.
4. Find feasible (not necessarily optimal) solutions, and the cost associated with each using Warehouses E Required Stores 3 8. 3. I3D 5. 12 7. 11 4 II 8. 3 8. IV 6. 6. 10 10 9. Available 3. 6. 17 17 a. north west corner method, b. least cost method, c. Vogel's Approximation Method 2. 1. M545 2. 72m 36
14. Toyco produces a line of Bonnie dolls and accessories at its plants in New York and Baltimore that must be shipped to distribution centers in Chicago and Los Angeles. The company uses Air Freight, Ic., to make its shipments. Suppose that it can ship directly or through Pittsburgh and Denver. The daily production rates at the plants are respectively 5,000 and 7,000 units daily, and the demands at the dis- tribution centers are respectively 3,500 and 8,500 units daily. The costs of shipping 1,000 units are given in the following table. Find the optimal shipping routes and the associated cost. то Pittsburgh Denver Chicago Los Angeles $182 77 F New York Baltimore $375 290 275 $285 245 125 $460 575 380 R Pittsburgh M Denver 90 110
Problem 11-3 Solve the newsvendor problem. What is the optimal order quantity? Probability Value Purchase cost c Selling price p Salvage value v 0.13 0.03 0.19 1 2 3 Optimal order quantity 45 70 25 0.16 0.10 4 5 0.39 6
Please use typing to solve the problem so that it can be seen clearly.
Determine the optimal Q and TC given the following information: D = 30,000 boxes Ch = $2 Co $300 Discount schedule: Quantity (boxes) Price ($ per box) 43 1 to 9,999 10,000 to 14,999 41 15,000 to 19,999 38 20,000 or more 36 Show complete solution.
A crew of mechanics at the Highway Department Garage repair vehicles that break down at an average of λ = 8 vehicles per day (approximately Poisson in nature). The mechanic crew can service an average of μ = 11 vehicles per day with a repair time distribution that approximates an exponential distribution. The crew cost is approximately $300 per day. The cost associated with lost productivity from the breakdown is estimated at $150 per vehicle per day (or any fraction thereof). What is the probability that there are more than two vehicles in the system?
WAI has developed the following MPS. Calculate theprojected available and the available-to-promise quantities for WAI.

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