Practicing Success
Choose the wrong statement from the following: |
A LPP is an optimization problem In a LPP the constraints and objective function are linear Max $z=x y+2 x+3 y$ can be a valid objective function for a LPP The optimal solution of a LPP is at one of the corner points of basic feasible solution |
Max $z=x y+2 x+3 y$ can be a valid objective function for a LPP |
The correct answer is Option (3) - Max $z=x y+2 x+3 y$ can be a valid objective function for a LPP Max $z=x y+2 x+3 y$ is a linear objective function hence it can't be objective function for LPP
|