Question

69. In LPP, objective function is in the form of which equation​

Answer 1

Answer:

The objective function is a function that defines some quantity that should be minimized or maximized. The arguments of the objective function are the same variables that are used in the constraints. In order for linear programming techniques to work, the objective function should be linear.

Some types of Linear Programming (LPs) are as follows: Solving Linear Programs (LPs) by Graphical Method. Solve Linear Program (LPs) Using R. Solve Linear Program (LPs) using Open Solver..

Characteristics of the standard form : All the constraints are expressed in the form of equations, except for the non-negative restrictions. The right hand side of each constraint equation is non-negative.

Linear Programming Problems in maths is a system process of finding a maximum or minimum value of any variable in a function, it is also known by the name of optimization problem. LPP is helpful in developing and solving a decision making problem by mathematical techniques.

Canonical form of standard LPP is a set of equations consisting of the 'objective function' and all the 'equality constraints' (standard form of LPP) expressed in canonical form. Understanding the canonical form of LPP is necessary for studying simplex method, the most popular method of solving LPP.

Explanation:

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