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(Transportation problem): Consider the transportation model in the table below. a) Use the northwest-corner method to...
Formulate it as a balanced transportation problem, use the northwest corner method to find a bfs. General Ford produces cars at Malatya and Antalya and has a warehouse in Eskisehir; the company supplies cars to customers in Ankara and Istanbul. The cost of shipping a car between points is given in the table below. (-" means that a shipment is not allowed). Malatya can produce as many as 1,300 cars, and Antalya can produce as many as 1,900 cars. Ankara...
Use the northwest-corner method as a starting procedure and the stepping-stone method to find the best shipment schedule/ distribution for the following demand-supply problem. Check for any degeneracy along the analysis and ensure that the solution is optimal. Don't proceed further if degeneracy occurs. Record your answer in text box in given format shown below. Market 1 (M1) Market 2 Market 3 Market 4 Plant (M2) (M3) (M4) Capacity 19 30 50 10 70 Plant 1 (P1) Plant 2 (P2)...
9.2-6. Consider the transportation problem having the following parameter table: Destination 1 23 45Supply 8 6 375 20 5 M 847 30 6 3968 0 Source 4(D)10 0 0 0 0 | 20 Demand 25 25 20 10 20 After several iterations of the transportation simplex method, a BlF solution is obtained that has the following basic variables: 3-20, x21 = 25, x24-5, x32-25, x34-5,x42-0, x43-0, x45-20. Continue the transportation simplex method for wo more iterations by hand. After two...
DI 9.2-2. * Consider the transportation problem having the fol- lowing parameter table: Destination 1 2 3 4 5 Supply Source 1 - 2 3 4 2 7 8 0 4 4 6 7 0 4 6 3 5 0 2 5 M 2 0 5 7 4 5 0 5 Demand Use each of the following criteria to obtain an initial BF solution. Compare the values of the objective function for these solutions. (a) Northwest corner rule. (b) Vogel's...
Consider the transportation problem presented in the following table: Capacity 120 B 4 17 22 20 1 9 70 7 37 2 24 32 50 15 20 37 3 240 110 30 40 60 Demand Determine the optimal shipping schedule using: a) North-West Corner Method b) Least Cost Method c) Vogel Approximation Method Consider the transportation problem presented in the following table: Capacity 120 B 4 17 22 20 1 9 70 7 37 2 24 32 50 15 20...
1. (6 points) Find an optimal solution for the following transportation problem using the minimal cost method and the transportation algorithm: Minimize lahi + 2x12 + 2x13 + 4x21 + 3x22 + 4x23 + 4x31 + 1x32 + 3x33, subject to the constraints X11 + X12 + X13 = 100. x21 +x22 +x23 = 50. r31 + 232 +x33 100 x11 + 2'21 +2'3,-150. 12 22+32-50 x13 + x23 + x33-50. for all i, j = 1.2.3. xij > 0,...
use northwest method to find the normal solution, then use steeping method to find the optimal solutions of transportation cost. the stepping methods need to to be shown step by step
The parameter table given below shows the transportation problem formulation of Option 1 for the Better Products Co. problem presented in Sec. 9.3 of the textbook. As stated in the textbook, the optimal solution for this transportation problem has the following basic variables (allocations): x12 = 30, x13 = 30, x15 = 15, x24 = 15, x25 = 60, x31 = 20, x34 = 25 Verify that this optimal solution actually is optimal by applying just the optimality test portion...
Find Solution using North-West Corner method, What is the total transportation cost? choose the closest answer. D1 D2 D3 D4 Supply S1 19 30 50 10 7 S2 70 30 40 60 9 S3 40 8 70 20 18 Demand 5 8 7 14
In-Class Assignment - Transportation Algorithm The table below provides information (names, supply, demand, and cost/unit) for a transportation problem involving three warehouses and three customers. Using the information, set up and show an initial solution using the North West Corner (NWC) method and using a dummy row or column if needed. After that, answer the questions that follow the table. Customer 1 Customer 2 Customer 3 Supply Warehouse 1 10 8 13 800 Warehouse 2 12 15 9 1100 Warehouse...