Question
Download Solution PDFIn a graphical solution of solving Linear Programming problem to convert inequalities into equations, it is essential to use-
Answer (Detailed Solution Below)
Detailed Solution
Download Solution PDFExplanation:
Linear Programming is a mathematical technique for finding the optimal allocation of resources
- In a graphical solution of solving linear programming problems to convert inequalities into equations, it is essential to use them to be equations.
- linear programming is used for the optimization of limited resources when there is a number of alternate solutions possible of the problem.
- In this linear term is used for variables and it simply means that the relationship between different variable can be represented in form of a straight line.
Requirement of Linear Programming
- Objective Function: It is the main function; clearly identifiable and measurable in quantity.
- Constraints: These are limited resources within which we have to obtain the objective.
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