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Linear Programming

Linear Programming is a powerful mathematical technique used for optimization, where the objective is to maximize or minimize a linear function subject to a set of linear constraints. It has wide applications across various fields, including economics, engineering, logistics, and operations research. Topics within this category cover the fundamentals of linear programming, algebraic formulations, graphical methods, the Simplex algorithm, duality, and sensitivity analysis. By understanding linear programming, individuals can make informed decisions to allocate resources efficiently and solve complex problems systematically.

Different Types of Linear Programming Problems

Different Types of Linear Programming Problems Linear Programming (LP) is a mathematical method used for optimizing a particular outcome, subject to certain constraints. It has applications in various fields including economics, engineering, and military operations. In this article, we will explore the different types of linear programming problems, providing a comprehensive understanding of each type […]

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Graphical Method of Solving Linear Programming Problems

Graphical Method of Solving Linear Programming Problems Linear programming is a powerful mathematical technique used for optimizing a particular goal, such as maximizing profits or minimizing costs, subject to certain constraints. The graphical method is one of the simplest ways to solve linear programming problems, particularly when there are only two variables involved. In this

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Linear Programming Problem and Its Mathematical Formulation

Linear Programming Problem and Its Mathematical Formulation Linear Programming (LP) is a powerful technique that is widely used in various fields such as operations research, economics, engineering, and military applications. It helps in finding the best possible outcome in a given situation, often maximizing profits or minimizing costs. In this article, we will explore what

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