How must the following cost and requirements table for a transportation problem be altered so that linear programming methods can be used to find an optimum solution? . destination source A B D supply 1 C 1A C 1B 4 2 C 2A C 2B 6 2 3 6 2 7 3 demand OA. A dummy source must be added to supply six units. B. A dummy destination must be added to increase the demand by six units. C. The sum of the costs in each row must be made equal by inclusion of a dummy cost. D. The sum of the costs in each column must be made equal by inclusion of a dummy cost.
How must the following cost and requirements table for a transportation problem be altered so that linear programming methods can be used to find an optimum solution? . destination source A B D supply 1 C 1A C 1B 4 2 C 2A C 2B 6 2 3 6 2 7 3 demand OA. A dummy source must be added to supply six units. B. A dummy destination must be added to increase the demand by six units. C. The sum of the costs in each row must be made equal by inclusion of a dummy cost. D. The sum of the costs in each column must be made equal by inclusion of a dummy cost.
Chapter1: Making Economics Decisions
Section: Chapter Questions
Problem 1QTC
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