Consider the following linear programming problem and assume that non-negativity constraints apply to the independent variables: Max CM = $14X + $23Y
Subject to
Constraint 1: 4X + 5Y

Question

Consider the following linear programming problem and assume that non-negativity constraints apply to the independent variables: Max CM = $14X + $23Y
Subject to
Constraint 1: 4X + 5Y < 3,200
Constraint 2: 2X + 6Y < 2,400
Which of the following are feasible solutions to the linear programming problem?
A)X = 600,Y = 240
B)X = 800,Y = 640
C)X = 0,Y = 400
D)X = 1,200,Y = 0

Quizplus · Accepted Answer

The solution X = 0, Y = 400 satisfies both constraints: 4(0) + 5(400) = 2000 < 3200 and 2(0) + 6(400) = 2400, which is equal to the constraint limit.

Consider the Following Linear Programming Problem and Assume That Non-Negativity