The combination of decision variables optimizing a linear programming problem,occurs at:
A)a point where the objective function contour touches the feasible region.
B)any point within the feasible region.
C)any point outside the feasible region.
D)any point where the constraint functions intersects the objective function.
E)a point which will satisfy at least one of the constraints.

Question

Quizplus · Accepted Answer

The combination of decision variables optimizing a linear programming problem occurs at a point where the objective function contour touches the feasible region. This point is referred to as the optimal solution, and it represents the best possible value of the objective function within the set of feasible solutions. The other choices are either not true or not necessarily true for all linear programming problems.

The Combination of Decision Variables Optimizing a Linear Programming Problem,occurs