In the graphical method of linear programming,when the objective function is parallel to one of the constraints,then:
A)the solution is suboptimal.
B)multiple optimal solutions exist.
C)a single corner point solution exists.
D)no feasible solution exists.
E)the constraints need to be changed

Question

Quizplus · Accepted Answer

When the objective function is parallel to one of the constraints in a linear programming problem, it means that any point along that constraint line could potentially maximize or minimize the objective function, leading to multiple optimal solutions.

In the Graphical Method of Linear Programming,when the Objective Function