Consider the transportation table below.(a) Use the Northwest-Corner Method, the Least-Cost Method and the VAM toget the starting feasible solution.(b) Find the optimal solution by considering the smallest value of the objectivefunction computed in (a).Cost to ship one unit fromfactory 1 to warehouse AADSupplyFactory 1 can supply100 units per period100Factory 22003150Total supply capacityper periodDemand4128B73108090Warehouse B can use90 units per period120816160185(450450Total demandper period

Find the given details below: Given details: Factory Warehouse A B C D Supply 1 4 7 7 1…

Answered: Consider the transportation table…

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 ?
Paragraph D F S A 3 8 600 B 5 7 9 400 C 4 4 4 700 Styles 1- Find initial feasible solution by west-corner rule. 2- Find initial feasible solution by Vogel's Approximation method. 3- Find the minimum transportation cost solution by stepping-stone method. 500 800 400
The distribution of daily demand for rental trucks at a vehicle rental company is shown in the following table: Relative Frequency Demand 0.07 0 0.14 1 0.15 2 0.14 3 0.12 4 0.08 5 0.3 6 Trucks are rented by the day only and the company makes $14 per rented truck per day. The rental company keeps four trucks at this location. Assuming that the stocking decision is optimal, what is the implied range of excess cost per truck per day? a. 0 and 186 b. 8.58064 and 14 c. 14 and 24.8889 d. 6 and 8.58064 e. 34.2759 and 79.3333
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.
Consider the following transportation problem: Destination company A B C Supply 1 5 1 7 10 2 6 4 6 80 3 3 2 5 15 Demand 75 20 50 Since there is not enough supply, some of the demands at these destinations may not be satisfied. Suppose these are penalty costs for every unsatisfied demand unit which are given by 5, 3, and 2 for destination A, B, and C respectively. 1. Determine how many units and from which source needs to be shipped using the following methods: A) NWCB) LCMC) VAM2. Find the minimum distribution cost
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.
2.) Your business provides technical support for very complex and specialized machinery used by companies throughout the country, and you currently have support centers at 5 locations. However, due to a poor market, you have been forced to close your centers in Houston and San Diego. You will have to relocate all of your technicians in these two centers to your other three centers in Cleveland, Seattle, and Charlotte. Due to the varying costs of living in each city, and travel and retraining times, the cost for relocating an employee varies depending on where the employee is moving. These costs are given in the following table: To: From: Cleveland Seattle Charlotte $5,000 | $7,000 $7,000 $4,000 $6,000 $8,000 Houston San Diego You currently have 40 employees in Houston and 55 employees in San Diego, which all need to be relocated. Cleveland is able to take in at most 35 relocated employees, Seattle can take in at most 32 employees, and Charlotte is able to take in at most 50 employees.…
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.
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
V3 Supply 1 10 U₁ 4 20 112 4 2 30 U3 Demand 15. 20 25 Find a basic feasible solution, by using - Northwest corner method. Check if the initial solution is optimal if not find it, by using method of A) B) multipliers 153 23212 V1
J 2 PLEASE SOLVE USING EXCEL SOLVER
Consider the transportation problem having the following parameter table: Source Demand 12 2 Destination 1 8 a6 6 3 2 5 4 3 Supply 4 2 (a) Use the transportation simplex method to solve the above problem

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