D1D2D3D4demand3.2 -P0 +4S00Q.2// This table is the solution of the problem$1500Find the optimal solution and Modified that is to find3.3.2600optimal solutions using the stepping stone_method?S2100100200300X22X25X40.3400لاء مشرع53200200X25800X241003002001002.1,

The transportation model is used to calculate the minimum cost of the route by selecting different…

Answered: Q.2// This table is the solution of the…

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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Problem 10-07 (Algorithmic) Aggie Power Generation supplies electrical power to residential customers for many U.S. cities. Its main power generation plants are located in Los Angeles, Tulsa, and Seattle. The following table shows Aggie Power Generation's major residential markets, the annual demand in each market (in megawatts or MWs), and the cost to supply electricity to each market from each power generation plant (prices are in $/MW). Distribution Costs City Los Angeles Tulsa Seattle Demand (MWs) Seattle $356.25 $593.75 $59.38 950.00 Portland $356.25 $593.75 $178.13 831.25 San Francisco $178.13 $475.00 $296.88 2375.00 Boise $356.25 $475.00 $296.88 593.75 Reno $237.50 $475.00 $356.25 950.00 Bozeman $415.63 $415.63 $296.88 593.75 Laramie $356.25 $415.63 $356.25 1187.50 Park City $356.25 $356.25 $475.00 712.50 Flagstaff $178.13 $475.00 $593.75 1187.50 Durango $356.25 $296.88 $593.75 1543.75 If there are no restrictions on the amount of power that…
Part I. On Simplex Method Given: Min C = 3X1 + 7X2 + 5X3 Subject to: Х1 + X2 + Xз > 50 2X1 + 3X2 + Xз> 100 X1, X2, X3 2 0
Type pls solution
Q3. Complete the following iteration tableau of Maximization problem of LPP and comment on the nature of the optimal solution. 5 Basic variables X1 Cbi X2 S1 S2 $3 Solution 1 -2 s1 S2 10 5 X2 -1 1 Zi 1.
L.P. Model: Minimize Subject to: Z = 15X+12Y 7X+11Y288 (C₂) (C₂) 16X+4Y280 X,Y 20 On the graph on right, constraints, C, and C₂ have been drawn. Using the point drawing tool, plot all the corner points for the feasible area. 24- 22- 20- 18- 16- 14- 12- 10 8- 64 4- 2- -N 10 12 14 16 18 20 22 24 X C G
NEED ALL 1. Nodes with only outflows (total outflows <= capcity) 2. Nodes with only inflows (total inflows >= demand) 3. Nodes with both outflows and inflows (total outflows = total inflows) 4. Network structure and flows (List of arcs in the network by (Origin, Destination) 5. Objective to minimize
J 2 An electronics store wants to identify a location for a warehouse that will ship to five retail stores. The coordinates and annual number of truckloads are given in the accompanying table. Develop a model to find the best location, assuming that straight-line distances can be used between the locations. Experiment with the model by testing each of the possible best solutions, included, to find the best location. Click here to view the data for the store locations and annual numbers of truckloads. Click here to view some possible best solutions. The best location is at____. (Type an ordered pair. Round each coordinate to the nearest integer as needed.)
Problem 1:1 An automobile manufacturer produces three car models. Each car requires a certain amount of factory time to be manufactured and yields a certain profit. There is a fixed amount of factory time already scheduled for next week. To meet the market demands, the affiliated dealers have placed orders of the minimum number of cars of each model that they expect to receive. Suppose that the car models are known at the factory as T, C and L, and that 1200 worker-hours are available. The factory time required per car (in worker-hours), profit per car (in dollars), and dealer orders (in cars) for each model are as follows. Formulate an optimization problem that can be used to maximize the total profit. Car Time Profit Orders T 10 200 10 20 500 20 L 30 700 15
Boysen produces enamel and acrylic paint from two particular raw materials M1 and M2. The following data provides the data regarding the production restrictions.
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allons of deionized water from each wholesaler to each distribution center is shown in the following table: Question Viewer a. Which of the following statements regarding setting up the tableau for the optimal solution for this problem is true? B. The sum of supply capacities is greater than the sum of demands, so a dummy distribution center is needed. C. The sum of supply capacities is less than the sum of demands, so a dummy wholesaler is needed. b. What is the total cost of the solution? The optimal cost is $ ((Enter your response rounded to the nearest dollar.)
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.

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Q.2// This table is the solution of the problem Find the optimal solution and Modified that is to find optimal solutions using the stepping stone_method?