In a linear programming problem,maximize the objective function 2S + 3T,subject to the binding constraints S + T  700 and S + 2T  1,000.The optimal combination of decision variables for this optimization is _____.
A)S = 400 and T = 300
B)S = 200 and T = 600
C)S = 700 and T = 1000
D)S = 0 and T = 1700
E)S = 1700 and T = 0

Question

Quizplus · Accepted Answer

The optimal solution occurs at the intersection of the constraints S + T = 700 and S + 2T = 1000, which is S = 400 and T = 300.

In a Linear Programming Problem,maximize the Objective Function 2S