Consider the feasible region identified by the inequalities below. x $\ge$ 0; y $\ge$ 0; x + y $\le$ 4; x + 3y $\le$ 6 Which point is NOT a corner of the region?
A) (0, 2)
B) (0, 4)
C) (3, 1)
D) (4, 0)

Question

Quizplus · Accepted Answer

The feasible region is plotted below:
 
Each corner point is labeled. It can be seen that point (0,4) is not a corner point but lies on the boundary of two constraints: x + y = 4 and y = 4. Thus, the answer is B.

Consider the Feasible Region Identified by the Inequalities Below ≥\ge≥ 0; Y

Consider the Feasible Region Identified by the Inequalities Below $\ge$ 0; Y