Exam 15: Transportation and assignment problems

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Which of the following is the fastest algorithm for solving an assignment problem?

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D

The transportation simplex method solves transportation problems much faster than the regular simplex method

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True

It is not possible to solve a transportation problem that has ≤ instead of = signs for the supply constraints

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False

The linear programming model of a transportation problem is one of maximization of its objective function

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When the number of people and the number of tasks are not equal in an assignment problem then the problem cannot be solved

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Which of the following are assumptions or requirements of transportation problems?

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A network representation is an important tool for solving any size transportation problem

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In the linear programming version of a true transportation model:

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Transportation problems are concerned with distributing commodities from sources to destinations in such a way as to minimize the total distribution cost

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Generally,assignment problems match people to an equal number of tasks at a minimum cost

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It is not possible to adjust the transportation simplex method to maximize instead of minimize

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When demand and supply are not equal in a transportation problem then the problem cannot be solved

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Assignment problems are just a special type of transportation problem where the sources are now tasks to be performed

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Which of the following is not an assumption of transportation problems?

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Transportation problems must satisfy which of the following assumptions?

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Network representation provides a way of visualizing an assignment problem graphically

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Applications of the transportation problem include the areas of:

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In a pure assignment problem,more than one person can be assigned to a specific task

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As long as all its supplies and demands have integer values,any transportation problem with feasible solutions is guaranteed to have an optimal solution with integer values for all its decision variables

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The supplies and demands provide all the data for a transportation problem

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