If you add one or more new constraints to a linear program t

If you add one or more new constraints to a linear program, the value of the objective function at optimality can potentially improve, depending on the specifics of the new constraints. T F If the feasible region of a linear program is unbounded, then the value of the objective function must go to either infinity or negative infinity. T F

Solution

1.Adding non negative constraint to linear program, the value of the objective function at optimality donot hvae any valid physical interpretation.

Therefore the option is FLASE.

2.The value of the objective functioncan be increased or decreased indefinitely, such solution is called an un bounded solution.

Therefore the option is TRUE.