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Jul 24, 2022 · Learn about the transportation problem, a type of LPP related to the optimal transportation of goods and services. Find out how to obtain an initial basic feasible solution using different methods and terms.
Nov 1, 2023 · Learn how to optimize an initial basic feasible solution for a transportation problem using the U-V method. Follow the steps and examples to find the minimum cost and the optimal solution.
locate a basic feasible solution of a transportation problem by various methods. ascertain minimum transportation cost schedule by Modified Distribution (MODI) method. explain Stepping Stone Method to find the minimum transportation cost schedule. discuss appropriate method to make unbalanced transportation problems balanced.
Learn how to use Vogel's approximation method to calculate the initial basic feasible solution to a transportation problem. See the steps, a solved example and some problems with solutions.
- Vogel’s approximation method, i.e., VAM, is one of the methods to find the initial feasible solution to a transportation problem.
- VAM (Vogel’s Approximation Method) is the best method of computing the initial basic feasible solution to a transportation problem. As it provided...
- In Vogel’s approximation method, a penalty is an absolute difference between the least and second least values in a row or column.
Jan 18, 2024 · Learn what is a transportation problem, a special kind of linear programming problem in which goods are transported from sources to destinations. Find out the types of transportation problems, the methods to solve them and the basic structure of the problem.
Jul 27, 2022 · Step 1: Obtaining the Initial Feasible Solution. To use the transportation method is to get a feasible solution, namely, the one that satisfies the rim requirements (i.e., the requirements of demand and supply). The initial feasible solution may be obtained by various methods. Row Minima Method; Column Minima Method; North-West Corner (NWC) Rule
In this lesson we will look for an alternate solution procedure called transportation method in which initial basic feasible solution of a TP can be obtained in a better way by exploiting the special structure of the problem.