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The constraints of the given shaded feasible region below of an L.P.P., for non-negative variable constraints $x$ and $y$ are
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$x + y ≤ 50,2x+5y ≤ 200$ $x + y ≥ 50,2x+5y ≥ 200$ $x + y ≤ 50,2x+5y ≥ 200$ $x + y ≥ 50,2x+5y < 200$ |
$x + y ≥ 50,2x+5y < 200$ |
The correct answer is Option (4) → $x + y ≥ 50,2x+5y < 200$ The above constraint are represented using : $x + y ≥ 50$ $2x+5y < 200$ Also $x,y≥0$ |
