The feasible region in all linear programming problems is bounded by
A)corner points.
B)hyperplanes.
C)an objective line.
D)all of these options.

Question

Quizplus · Accepted Answer

The feasible region in linear programming problems is bounded by hyperplanes, which are geometric representations of the constraints in the problem. These hyperplanes are essentially the lines (in two dimensions), planes (in three dimensions), or higher-dimensional analogs that define the limits of the feasible region. Corner points and an objective line are elements related to the feasible region and the optimization process, but they do not bound the feasible region themselves.

The Feasible Region in All Linear Programming Problems Is Bounded