Appeared in: 2025 (2 sets)
For a Linear Programming Problem (LPP), the given objective function $Z = 3x + 2y$ is subject to constraints :
$x + 2y \le 10$
$3x + y \le 15$
$x, y \ge 0$
The correct feasible region is :
(A) $ ext{ABC}$
(B) $ ext{AOEC}$
(C) $ ext{CED}$
(D) $ ext{Open unbounded region BCD}$