Exam 23: Transportation Models
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Exam 15: Short-Term Scheduling139 Questions
Exam 16: Jit and Lean Operations138 Questions
Exam 17: Maintenance and Reliability130 Questions
Exam 21: Decision-Making Tools97 Questions
Exam 22: Linear Programming100 Questions
Exam 23: Transportation Models94 Questions
Exam 24: Waiting-Line Models135 Questions
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Exam 26: Simulation92 Questions
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A firm has established a distribution network for the supply of a raw material critical to its manufacturing.Currently there are two origins for this raw material,which must be shipped to three manufacturing plants.The current network has the following characteristics:
The firm has identified two potential sites for a third raw material source;these are identified as Candidate A and Candidate B.From A,the costs to ship would be $9 to Plant 1,$10 to Plant 2,and $12 to Plant 3.From B,these costs would be $11,$14,and $8.The new source,wherever it is located,will have a capacity of 500 units.Set up-but do not solve- this problem as though you were going to solve it with transportation problem software.

(Essay)
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A transportation model's optimal solution uses no more than 8% of cells and has 100 sources.Find the number of destinations.
(Essay)
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How might the transportation method be used to help a firm add a facility to an existing distribution network? You may wish to describe a simple example.
(Essay)
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A transportation problem has 4 origins and 2 destinations.The optimal solution of this problem will fill no more than ________ cells with quantities to be shipped.
(Multiple Choice)
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Given the following feasible solution determine if the problem is degenerate and then find the optimal solution and its cost.Assume that capacity for source A is 10 and 30 for source B.Destination A demands 10 units while destination B demands 30 units.Cost of shipping per unit is given as AA ($4),AB ($1),BA ($3),and BB ($2).


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When the number of shipments in a feasible solution is less than the number of rows plus the number of columns minus one
(Multiple Choice)
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A transportation problem has two origins: A can supply 20 units and B can supply 30 units.This problem has two destinations: C requires 25 units and D requires 35 units.Which of the following is true?
(Multiple Choice)
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A feasible solution in transportation models is one in which all of the supply and demand constraints are satisfied.
(True/False)
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A transportation problem has 6 origins and 12 destinations.How many possible routes are there for this problem? How many routes will be used in the optimal solution?
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The initial solution to a transportation problem can be generated several ways,so long as
(Multiple Choice)
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The transportation method is a special case of the family of problems known as
(Multiple Choice)
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Neither the northwest corner rule nor the intuitive method considers shipping cost in making initial allocations.
(True/False)
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Consider the transportation problem and its optimal solution in the tables below.The cell Source 3 - Destination 3 is currently empty.What would be the change in the objective function if the largest possible amount were shipped using that route,leaving all the supply and demand conditions unchanged? 

(Multiple Choice)
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Source A has capacity of 15,Source B has capacity of 30,Destination 1 has demand of 5 and Destination 2 has demand of 20.Fill in the following table with the correct initial solution for a Northwest-corner method approach.


(Essay)
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Degeneracy in a transportation problem is when no closed path exists for evaluating an unused cell.
(True/False)
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________ is an occurrence in transportation problems when too few shipping routes are being used to allow calculation of improvement indices.
(Essay)
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The ________ finds the least-cost means of shipping supplies from several origins to several destinations.
(Essay)
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When using the stepping-stone method,the improvement index for an unused cell equals the shipping cost associated with that cell.
(True/False)
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