Question

Explain why the linear programming problem has no optimal solution Maximize P = 2X7 + 8x2 subject to 3x4 - 5x2 5 15 X, X₂20 Choose the correct answer below O A. The feasible region for the problem is unbounded, because every point with coordinates (x,x), where x, 20 and X 20, satisfies the problem const O B. The feasible region for the problem is unbounded, because every point with coordinates (0x2), where x2 2 0, satisfies the problem constraint OC. The feasible region for the problem is empty OD. The feasible region for the problem is unbounded, because every point with coordinates (x1,0), where x, 20, satisfies the problem constraint Click to select your answer. Type here to search п e

Answer 1

3x - 5x, 15 *1,1720 (0, x2), 3x; -5x, s153-5x, <15 this is true for x 20 answer: (B) the feasible region for the problem is unbounded, because every point with (0, xz), where xz 20 sati sfies the problem constraint.