Use the simplex method to solve the linear programming problem. Maximize z = X1 2x2 ` 4x3 6X4 subject to: X1 2X2 ` 3X3 +X4 <100 3X1 X2 + 2X3 +X4 <75 with X- 20,X2 20,X3 20,X4 20
A. Maximum is 150 when X1 = 0,X2 = 75,X3 = 0,X4 = 0
0 B. Maximum is 300 when X1 = 0,X2 = 0,X3 = 75,X4 = 0 C. Maximum is 450 when X1 = 0,X2 = 0,X3 = 0, X4 =75
D Maximum is 600 when X1 = 0,X2 = 0,X3 = 0,X4 = 100