1.Green Valley Mills produces carpet at plants in St. Louis and Richmond. The carpet isthen shipped to two outlets, located in Chicago and Atlanta. The cost per ton of shipping carpetfrom each of the two plants to the two warehouses is as follows:To (cost)From ChicagoAtlantaSt. Louis$40$65Richmond7030The plant at St. Louis can supply 250 tons of carpet per week; the plant at Richmond cansupply 400 tons per week. The Chicago outlet has a demand of 300 tons per week, and theoutlet at Atlanta demands 350 tons per week. The company wants to know the number of tonsof carpet to ship from each plant to each outlet in order to minimize the total shipping cost.Solve this transportation problem.

From Chicago Atlanta St.Louis $40 $65 Richmond $70 $30

Answered: 1. Green Valley Mills produces carpet…

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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2. By using the data below, use a transportation method to : COST in $ Assembly Plant Supply 210 Factory 2 A 8 9 400 10 6 12 8 190 Demand 120 620 60 A. Formulate this linear programming model B. If you are using VAM and NorthWest corner method, which solution is the best and how much is the best total cost ?
please answer quickly
A company manufactures a product at its plants in C and D; then ships the product to its four distribution centers in K, L, M, and N. The transportation costs per unit (in dollars per unit) are as follows: from C to K, L, M, and N: 10, 5, 9, and 20. from D to K, L, M, and N: 2, 8, 30, and 10. The monthly demand from K, L., M, and N are: 3000, 1400, 4000, and 1200 units, respectively. On the other hand, the monthly capacity at plants C and D are: 4100 and 5800 units, respectively. Develop a linear programming model that can be used to determine the distribution plan that will minimize total monthly transportation cost. Use Excel Solver to find the optimal solution The optimal solution shows that the total monthly transportation cost is dollars.
The Rae Mischel Company expanded its shipping capacity and the additional cost of doing this from each warehouse to terminal is highlighted in the following table. Determine theminimum cost to ship from each warehouse to terminal.
Formulate a linear program using LP Model Formulation. Miguel hauls mangoes between Manila mango plantation and packing plants in Clark. Miguel’s schedule this week calls for 500 boxes with locations and costs as follows.
A company has three existing warehouses to which it will ship furniture from a new factory whose location must be decided. The factory will receive raw materials from its wood supplier and fabric supplier. The annual number of shipments, shipment costs and the location of the suppliers and warehouses are shown below Existing facilities Annual L to or from fact cost Coordinate location Wood supplier 120 10 (100, 400) Fabric supplier 200 10 (800,700) Ware h 1 61 10 (300, 600) Ware h 2 40 10 (200, 100) Ware h 3 70 10 (600, 200) Using the median load answer the following questions –Where the factory should be located to minimize annual transportation cost –What will be the minimum annual transportation cost
The Tubular Ride Boogie Board Company has manufacturing plants in Tucson, Arizona and Toronto, Ontario. You have been given the job of coordinating distribution of the latest model, the Gladiator, to outlets in Honolulu and Venice Beach. The Tucson plant, when operating at full capacity, can manufacture 620 Gladiator boards per week, while the Toronto plant, beset by labor disputes, can produce only 410 boards per week. The outlet in Honolulu orders 500 Gladiator boards per week, while Venice Beach orders 530 boards per week. Transportation costs are as follows. Tucson to Honolulu: $10 per board; Tucson to Venice Beach: $5 per board. Toronto to Honolulu: $20 per board; Toronto to Venice Beach: $10 per board. (a) Assuming that you wish to fill all orders and ensure full capacity production at both plants, is it possible to meet a total transportation budget of $9,900? O Yes O No If so, how many Gladiator boards are shipped from each manufacturing plant to each distribution outlet? (If…
JN Company manufactures two products that use material 1, material 2, and material 3. Consider the following table: Resources needed Material 1 Material 2 Material 3 Price per Unit in Pesos Requirement per Unit Product 1 2 2 0 150 Product 2 3 1 4 200 a. Write the linear programming model for this problem. b. Present the optimal solution and interpret the result. Maximum Availability (units) 1200 1000 800 c. Determine the status of each resource. d. Determine the dual prices for the materials 1, 2 and 3. Explain each value. e. Determine the feasibility ranges for the dual prices obtained in (d). f. If the available number of material 1 is increased to 1300 units, find the new optimum solution. g. Find the range of optimality for (i.) product 1 and (ii.) product 2 for which the optimal. solution remains valid.
: x v fx C DE в F G H K M Consider the linear distribution and the from-to diagram shown in the figure. Assuming that the goal is to minimize the total distance traveled, determine the final distribution recommended by CRAFT using the peer-to-peer trading method. 30 m 30 m from A A B A 2 6 B 3 A В 80 m 20 m
Destination Destination Destination Supply Source 1 75 8 320 Source 2 6 160 13120 4. Source 3 6.5 Demand 160 200 240 Based on the transportation table shown, total transportation cost using North- West Corner Method will be: a. 3040 Ob. 4100 O c. 2640 O d. 1920
J 2 PLEASE SOLVE USING EXCEL SOLVER

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