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The feasible region corresponding to the linear constraints of a Linear Programming Problem is given below.
Which of the following is not a constraint to the given Linear Programming Problem? |
$x + y \geq 2$ $x + 2y \leq 10$ $x - y \geq 1$ $x - y \leq 1$ |
$x - y \geq 1$ |
The correct answer is Option (3) → $x - y \geq 1$ ## We observe, $(0, 0)$ does not satisfy the inequality $x - y \geq 1$. So, the half-plane represented by the above inequality will not contain origin. Therefore, it will not contain the shaded feasible region. |
