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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
____
______...
(Transportation problem): Consider the transportation model in the table below. a) Use the northwest-corner method to...
(Transportation problem): Consider the transportation model in the table below. a) Use the northwest-corner method to find a starting solution. b) Develop the iterations that lead to the optimal solution. $1 19 $8 6 $6 19 5
(a) The Assignment Problem can be modeled as a Transportation Problem: yes no it depends Explanation:...
(a) The Assignment Problem can be modeled as a Transportation Problem: yes no it depends Explanation: (b) The Transportation Problem can be modeled as a Generalized Network Flow Problem: yes no it depends Explanation: (c) The Generalized Network Flow Problem with multiple source and sink nodes can be converted to a Generalized Network Flow Problem with only one source and one sink node: yes no it depends Explanation: (d) Negative arc weights in the Shortest Path Problem can never occur...
Consider the generalized transportation problem shown below. How can this problem be transformed ...
Consider the generalized transportation problem shown below. How
can this problem be transformed into an equivalent transportation
problem? Draw the network for the equivalent problem.
The objective of the transportation problem is to minimize the total cost of shipments, which is...
The objective of the transportation problem is to minimize the total cost of shipments, which is expressed the sum of the products shipment costs and amounts form the warehouses to the cities as follows. How would you modify the Transportation Excel file that we used in the class to find a good solution to the problem? Can you come up with a good heuristic (rule of thumb) to find a good solution to this problem? Implement your solution in EXCEL...
Which of the following statements is false? A transshipment problem is a generalization of the transportation...
Which of the following statements is false? A transshipment problem is a generalization of the transportation problem in which certain nodes are neither supply nodes nor destination nodes. The assignment problem is a special case of the transportation problem in which all supply and demand values equal one. The objective of the transportation problem is to minimize the number of shipments necessary to satisfy total demand at the destinations. Converting a transportation problem linear programming from profit maximization to cost...
Question 11 an assignment problem is a special type of transportation problem. True False Question 12...
Question 11 an assignment problem is a special type of transportation problem. True False Question 12 when formulating a linear programming problem on a spreadsheet, the data cells will show the optimal solution. True False Question 13 an example of a decision variable in a linear programming problem is profit maximization. True False Question 14 Predictive analytics is the process of using data to. C) determine the break-even point. D) solve linear programming problems. B) predict what will happen in...
Problem 2 A transportation network is shown in the attached figure. Perform traffic assignment for a...
Problem 2 A transportation network is shown in the attached figure. Perform traffic assignment for a demand of 3000 vehicles from zone 3 to zone 5 as follows: (1) Find the shortest path between these two zones using the minimum path algorithm discussed in class, and assign 50% of the traffic to the path. (2) Update the travel time for each links with a traffic load by a factor of 1.2 (ie, 20% increase) and assign another 50% of the...
This is a transportation engineering problem. Please provide a clear answers for all the questions asap....
This is a transportation engineering problem. Please
provide a clear answers for all the questions asap.
A car travelling westbound on Main Street is accelerating by gaining 9 mi/h every second. If it starts from rest at point A, after 9 seconds, calculate: 300 ft a) Car's displacement b) Centripetal acceleration c) Tangential acceleration d) Velocity 240 ft If the car's velocity is limited to 100 mi/h, after 12 seconds, calculate: e) Car's displacement f) Centripetal acceleration g) Tangential acceleration...
Formulate it as a balanced transportation problem, use the northwest corner method to find a bfs....
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...
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
____
______...
(Transportation problem): Consider the transportation model in the table below. a) Use the northwest-corner method to find a starting solution. b) Develop the iterations that lead to the optimal solution. $1 19 $8 6 $6 19 5
(a) The Assignment Problem can be modeled as a Transportation Problem: yes no it depends Explanation: (b) The Transportation Problem can be modeled as a Generalized Network Flow Problem: yes no it depends Explanation: (c) The Generalized Network Flow Problem with multiple source and sink nodes can be converted to a Generalized Network Flow Problem with only one source and one sink node: yes no it depends Explanation: (d) Negative arc weights in the Shortest Path Problem can never occur...
Consider the generalized transportation problem shown below. How
can this problem be transformed into an equivalent transportation
problem? Draw the network for the equivalent problem.
The objective of the transportation problem is to minimize the total cost of shipments, which is expressed the sum of the products shipment costs and amounts form the warehouses to the cities as follows. How would you modify the Transportation Excel file that we used in the class to find a good solution to the problem? Can you come up with a good heuristic (rule of thumb) to find a good solution to this problem? Implement your solution in EXCEL...
Problem 2 A transportation network is shown in the attached figure. Perform traffic assignment for a demand of 3000 vehicles from zone 3 to zone 5 as follows: (1) Find the shortest path between these two zones using the minimum path algorithm discussed in class, and assign 50% of the traffic to the path. (2) Update the travel time for each links with a traffic load by a factor of 1.2 (ie, 20% increase) and assign another 50% of the...
This is a transportation engineering problem. Please
provide a clear answers for all the questions asap.
A car travelling westbound on Main Street is accelerating by gaining 9 mi/h every second. If it starts from rest at point A, after 9 seconds, calculate: 300 ft a) Car's displacement b) Centripetal acceleration c) Tangential acceleration d) Velocity 240 ft If the car's velocity is limited to 100 mi/h, after 12 seconds, calculate: e) Car's displacement f) Centripetal acceleration g) Tangential acceleration...
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...
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