Mathematical model for solving the linear programming problem using the simplex method

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The use of a mathematical apparatus to choose the most effective solution of the problem and find the best option is relevant and in demand taking into account the limited resources. Linear programming methods are widely used in solving economic problems, in production planning. The study is aimed at developing a methodology for developing open projects for solving special problems that can be used in organizations. The proposed approach makes it possible to assess the effectiveness of management activities from the standpoint of a systematic approach to preparing for solving tasks on a computer, to calculate and justify the proposed solution of the task. As an example of preparation for a computer solution, a linear programming problem was chosen. Solving this problem allows you to find the best option for using the allocated resources.

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Mathematical model, linear programming problem, simplex method, mathematical modeling

Короткий адрес: https://sciup.org/148329785

IDR: 148329785   |   DOI: 10.18137/RNU.V9187.24.03.P.3

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