Maximize $Z = x + y$, Subject to constraints: $x, y ≥ 0, x – y ≤ –1, x ≥ y$ |
$Z=0$ $Z=1$ $Z=4$ No feasible solution |
No feasible solution |
The correct answer is Option (4) → No feasible solution Plotting the graph, we can see that there is no possible feasible region for the given constraints. Hence the given LPP has no solution and Z cannot be maximized. |