Linear Programming Problem and Its Mathematical Formulation

Linear programming problems

The linear inequalities or equations or restrictions on the variables of a linear programming problem are called A)linear relations B) constraints C) functions D) objective functions

A linear programming problem is one that is conerned with finding the ….A…. Of a linear function called ….B… function of serval variables ( say x and Y) , subject to the condiations that the variables are ….C…. And satisfy set of linear inequalities called linear constriants . Here, A,B C are respectively

Solve the following Linear Programming Problem graphically maximize Z=2x_(1)+3x_(2) subject to constraints x_(2) =0,x_(2)>=0

Solve the linear programming problem under the following restrictions.2x+y =0,y>=0 Also,find the maximum value of Z=x+3y

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

Linear Programming Problems|Different Terms|Important Theorem|Examples