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Linear Programming is a subject which is used in solving problems related to constraints, especially economic problems. Few examples are like what are the ways to increase the output of an industry or it can be related to the diet of the animals etc.
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As our linear programming assignment help experts have said that LP is a mathematical technique which is used to allocate the available resources for different activities to increase the productivity of an enterprise.
There are three main components of linear programming which are variable & its relationship, objective function and constraints.
Variables and their Relationship: The variables used in linear programming are represented in the form of X1, X2, X3, X4…, Xn which is also known as decision variables. The values of these variables are always non-negative. For Example;, X1 ≥ 0, X2 ≥ 0, X3 ≥ 0, X4 ≥ 0. . . . , Xn ≥ 0.
Objective Function: The objective function in linear programming is termed as a mathematical representation of the objective of a problem. The objective function (Z) is generally represented as:
Constraints: Our linear programming assignment help India experts say that the constraints are the set of linear equalities and inequalities that is usually used to convey the limitations of available resources. Resources can be in the form of machinery, manpower, etc.
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