What can you say about the linear programming problem specified in question 5, if the second constraint is changed to $3 x-4 y \leq 24$ and the problem is one of maximization?
A)No solution
B)Infinitely many solutions
C)Unique solution at (8, 0)
D)Unique solution at (0, 6)
E)Unique solution at (0, 0)

Question

Quizplus · Accepted Answer

Changing the second constraint to $3x - 4y \leq 24$ could potentially open up the feasible region, especially in a maximization problem. If the feasible region becomes unbounded in the direction of the objective function's increase, there can be infinitely many solutions along a boundary line or edge that keeps increasing the objective function value.

What Can You Say About the Linear Programming Problem Specified 3x−4y≤243 x-4 y \leq 243x−4y≤24

What Can You Say About the Linear Programming Problem Specified $3 x-4 y \leq 24$