The feasible region satisfying the constraints \(x\leq 5, y\leq 3\) and \(x,y \geq 0\) is |
The exterior of a square A rectangle Circular Triangular |
A rectangle |
Constraints $x ≤ 5$ $y ≤ 3$ $x, y ≥ 0$ ⇒ solution lies in first quadrant since the graph of feasible regions rectangelor in nature feasible region is a rectangle with length as 5 units and breadth is 3 units. |