Linear Programming Problems|Different Terms|Important Theoram|Corner Point Method|Examples

Linear Programming Problems|Different Terms|Important Theorem|Examples

Linear Programming Problem and Its Mathematical Formulation

Problem Discussion|Important Examples

The corner point method for bounded feasible region comprises of the following steps I. When the feasible region is bounded, M and m are the maximum and minimum values of Z. II. Find the feasible region of the linear programming problem and determine its corner points. Ill. Evaluate the objective function Z = ax + by at each corner point. Let M and m respectively be the largest and smallest values of these points. The correct order of these above steps is

In linear programming problem, the linear function Z subject to certain conditions determined by a set of linear inequalities with variables as non-negative, is

Different Problems on Beggar Method

One of the important class of optimisation problem is A) functional programming problem B)linear programming problem C)numerical programming problem D) none of these

In case of a linear programming problem, feasible region is always

Variables of the objective function of the linear programming problem are A) zero B) zero or positive C) negative D) zero or negative

Arithmetic Progression|Example Questions|Sum of n term of AP|Some Important Points|Example Questions|OMR