Question

A maximum or a minimum may not exist for a linear programming problem if ____________.

Options

• If the constraints are non-linear

• The feasible region is unbounded

• The feasible region is unbounded

• The feasible region is bounded

Answer 1

A maximum or a minimum may not exist for a linear programming problem if The feasible region is unbounded.

Explanation:

If the feasible region is unbounded, a maximum or minimum may or may not exist for a linear programming problem. If it exists, however, it must do so at R's corner points.