Practicing Success

Target Exam

CUET

Subject

-- Mathematics - Section B1

Chapter

Linear Programming

Question:

Which of the following can be an objective function for a Linear Programming problems in two variables x and y ?

Options:

Max $z=2x^2+y $

Max $z=2x+3y$

Max $z=2x+\sqrt{y}$

Max $z=x+2y +\frac{1}{2}xy $

Correct Answer:

Max $z=2x+3y$