Consider the following network representation of a transportation problem: The supplies, demands, and transportation costs per...
Consider the following network representation of a transportation problem:
The supplies, demands, and transportation costs per unit are shown on the network. The optimal (cost minimizing) distribution plan is given below.
| Des Moines | Kansas City | St.Louis | Supply | |
| Jefferson City | 20 | 0 | 10 | 30 |
| Omaha | 5 | 15 | 0 | 20 |
| Demand | 25 | 15 | 10 |
Total Cost: $540.
Find an alternative optimal solution for the above problem. If your answer is zero, enter “0”.
| Des Moines | Kansas City | St.Louis | |
| Jefferson City | ____ | ______ | _____ |
| Omaha | ______ | ______ | ____ |
Total Cost: $ .____
Homework Answers
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Consider the following network representation of a
transportation problem:
The supplies, demands, and transportation costs per...
Consiaer tne Tollowing network representation or a transportation probiem: Des Moines 30 Jefferson City 20 10 Cit 30 St. 10 Supplies Demands The supplies, demands, and transportation costs per unit a...
Consiaer tne Tollowing network representation or a transportation probiem: Des Moines 30 Jefferson City 20 10 Cit 30 St. 10 Supplies Demands The supplies, demands, and transportation costs per unit are shown on the network. The optimal (cost minimizing) distribution plan is given below Des Moines Kansas City St.Louis Supply Jefferson City Omaha Demand Total Cost: $470 Find an alternative optimal solution for the above problem If required, round your answer to nearest whole number and if your answer is...
Consider the following network representation of a transportation problem: Des Moines 25 30 Jefferson City Kansas...
Consider the following network representation of a transportation problem: Des Moines 25 30 Jefferson City Kansas City 115 20 Omaha St. Louis 10 Supplies Demands The supplies, demands, and transportation costs per unit are shown on the network. The optimal (cost minimizing) distribution plan is given below. Des Moines Kansas City St.Louis Supply Jefferson City 20 10 30 Omaha 5 15 Demand | 25 15 10 Total Cost: $540. Find an alternative optimal solution for the above problem. If your...
eBook Consider the following network representation of a transportation problem: Des Moines 25 14 30 Jefferson...
eBook Consider the following network representation of a transportation problem: Des Moines 25 14 30 Jefferson City 16 > Kansas City 15 10 20 Omaha $ St Louis 10 Supplies Demands The supplies, demands, and transportation costs per unit are shown on the network. The optimal (cost minimizing) distribution plan is given below. Des Moines Kansas City St.Louis Supply 20 0 10 30 Jefferson City Omaha Demand 5 15 0 20 25 15 10 Total Cost: $540 Find an alternative...
Consider the following network representation of a transportation problem: Des Moines25 Jefferson City 30 15 City...
Consider the following network representation of a transportation problem: Des Moines25 Jefferson City 30 15 City 20 Omaha St. Louis 10 Supplies Demands The supplies, demands, and transportation costs per unit are shown on the network. The optimal (cost minimizing) distribution plan is given below City Jefferson City Des Moines 20 280 Jefferson City - St. Louis Omaha Des Moines Omaha Kansas City Total Cost: $540 Find an alternative optimal solution for the above problem City Jefferson City - Des...
Des Moines 25 14 Jefferson 30 16 City Kansas 15 City 10 20 Omaha St 10...
Des Moines 25 14 Jefferson 30 16 City Kansas 15 City 10 20 Omaha St 10 Louis Demands Supplies The supplies, demands, and transportation costs per unit are shown on the network. The optimal (cost minimizing) distribution plan is given below Des Moines Kansas City St.Louis Supply Jefferson City 20 0 10 30 Omaha 20 5 15 Demand 25 15 10 Total Cost: $540 Find an alternative optimal solution for the above problem. If your answer is zero, enter "0"...
Des Moines25 Jefferson 30 City Kansas 15 City 10 20 Omaha 5 St. Louis 10 Supplies Demands Develop a linear programming...
Des Moines25 Jefferson 30 City Kansas 15 City 10 20 Omaha 5 St. Louis 10 Supplies Demands Develop a linear programming model for this problem; be sure to define the variables in your model. b. a. Solve the linear program to determine the optimal solution.
Des Moines25 Jefferson 30 City Kansas 15 City 10 20 Omaha 5 St. Louis 10 Supplies Demands Develop a linear programming model for this problem; be sure to define the variables in your model. b....
2. Write the complete linear programming model for the following transportation problem. ABC Building Materials operates...
2. Write the complete linear programming model for the following transportation problem. ABC Building Materials operates two factories and those factories ship supplies to three distribution centers. The cost for shipping is shown in the following table along with Supply and Demand quantities: Distribution Centers Des Moines Kansas City St. Louis Factory 1 $14 1 6 Factory 28105. Supply 30 20 Demand 25 15
If you need any additional transportation tableaus (the blank matrix shown below) make copies of the...
If you need any additional transportation tableaus (the blank matrix shown below) make copies of the next page (page 4). North-West Corner Method: To: Chicago "1" St. Louis Cincinnati From: Factory Capacity 3 $6 $8 $ 10 Kansas City "A" 150 $11 Omaha "B" Des Moines "C" 275 200 100 300 600 Warehouse Requirements TOTAL COST CALCULATIONS: Northwest Corner Rule: FROM TO QUANTITY COST TOTAL
If you need any additional transportation tableaus (the blank matrix shown below) make copies of the...
If you need any additional transportation tableaus (the blank matrix shown below) make copies of the next page (page 4). North-West Corner Method: To: Chicago "1" St. Louis Cincinnati From: Factory Capacity 3 $6 $8 $ 10 Kansas City "A" 150 $11 Omaha "B" Des Moines "C" 275 200 100 300 600 Warehouse Requirements TOTAL COST CALCULATIONS: Northwest Corner Rule: FROM TO QUANTITY COST TOTAL
3. The following transportation table represents the shipping costs from three sources to three destinations. City...
3. The following transportation table represents the shipping costs from three sources to three destinations. City 2 700 300 City 3 400 Supply 25 City 1 600 320 500 30 Plant 1 Plant 2 Plant 3 Demand 350 40 30 480 35 450 25 The solutions below represent feasible transportation plans for this problem Solution 1 Solution 2 City 1 0 City 2 City 3 0 25 10 0 City 2 0 City 3 25 Plant 1 Plant 2 Plant...
Consiaer tne Tollowing network representation or a transportation probiem: Des Moines 30 Jefferson City 20 10 Cit 30 St. 10 Supplies Demands The supplies, demands, and transportation costs per unit are shown on the network. The optimal (cost minimizing) distribution plan is given below Des Moines Kansas City St.Louis Supply Jefferson City Omaha Demand Total Cost: $470 Find an alternative optimal solution for the above problem If required, round your answer to nearest whole number and if your answer is...
Consider the following network representation of a transportation problem: Des Moines 25 30 Jefferson City Kansas City 115 20 Omaha St. Louis 10 Supplies Demands The supplies, demands, and transportation costs per unit are shown on the network. The optimal (cost minimizing) distribution plan is given below. Des Moines Kansas City St.Louis Supply Jefferson City 20 10 30 Omaha 5 15 Demand | 25 15 10 Total Cost: $540. Find an alternative optimal solution for the above problem. If your...
eBook Consider the following network representation of a transportation problem: Des Moines 25 14 30 Jefferson City 16 > Kansas City 15 10 20 Omaha $ St Louis 10 Supplies Demands The supplies, demands, and transportation costs per unit are shown on the network. The optimal (cost minimizing) distribution plan is given below. Des Moines Kansas City St.Louis Supply 20 0 10 30 Jefferson City Omaha Demand 5 15 0 20 25 15 10 Total Cost: $540 Find an alternative...
Consider the following network representation of a transportation problem: Des Moines25 Jefferson City 30 15 City 20 Omaha St. Louis 10 Supplies Demands The supplies, demands, and transportation costs per unit are shown on the network. The optimal (cost minimizing) distribution plan is given below City Jefferson City Des Moines 20 280 Jefferson City - St. Louis Omaha Des Moines Omaha Kansas City Total Cost: $540 Find an alternative optimal solution for the above problem City Jefferson City - Des...
Des Moines 25 14 Jefferson 30 16 City Kansas 15 City 10 20 Omaha St 10 Louis Demands Supplies The supplies, demands, and transportation costs per unit are shown on the network. The optimal (cost minimizing) distribution plan is given below Des Moines Kansas City St.Louis Supply Jefferson City 20 0 10 30 Omaha 20 5 15 Demand 25 15 10 Total Cost: $540 Find an alternative optimal solution for the above problem. If your answer is zero, enter "0"...
Des Moines25 Jefferson 30 City Kansas 15 City 10 20 Omaha 5 St. Louis 10 Supplies Demands Develop a linear programming model for this problem; be sure to define the variables in your model. b. a. Solve the linear program to determine the optimal solution.
Des Moines25 Jefferson 30 City Kansas 15 City 10 20 Omaha 5 St. Louis 10 Supplies Demands Develop a linear programming model for this problem; be sure to define the variables in your model. b....
2. Write the complete linear programming model for the following transportation problem. ABC Building Materials operates two factories and those factories ship supplies to three distribution centers. The cost for shipping is shown in the following table along with Supply and Demand quantities: Distribution Centers Des Moines Kansas City St. Louis Factory 1 $14 1 6 Factory 28105. Supply 30 20 Demand 25 15
If you need any additional transportation tableaus (the blank matrix shown below) make copies of the next page (page 4). North-West Corner Method: To: Chicago "1" St. Louis Cincinnati From: Factory Capacity 3 $6 $8 $ 10 Kansas City "A" 150 $11 Omaha "B" Des Moines "C" 275 200 100 300 600 Warehouse Requirements TOTAL COST CALCULATIONS: Northwest Corner Rule: FROM TO QUANTITY COST TOTAL
If you need any additional transportation tableaus (the blank matrix shown below) make copies of the next page (page 4). North-West Corner Method: To: Chicago "1" St. Louis Cincinnati From: Factory Capacity 3 $6 $8 $ 10 Kansas City "A" 150 $11 Omaha "B" Des Moines "C" 275 200 100 300 600 Warehouse Requirements TOTAL COST CALCULATIONS: Northwest Corner Rule: FROM TO QUANTITY COST TOTAL
3. The following transportation table represents the shipping costs from three sources to three destinations. City 2 700 300 City 3 400 Supply 25 City 1 600 320 500 30 Plant 1 Plant 2 Plant 3 Demand 350 40 30 480 35 450 25 The solutions below represent feasible transportation plans for this problem Solution 1 Solution 2 City 1 0 City 2 City 3 0 25 10 0 City 2 0 City 3 25 Plant 1 Plant 2 Plant...
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