For the feasible region of a LPP as shown, if the equation of OA and BC are y-2x =0 and y-2x=4 respectively, then constraints for LPP are :
Answer & explanation
Correct answer: option 1
The correct answer is Option (1) → $y≥2x; y-2x≤4;x≤6;x, y ≥0$
$OA:y-2x=0$
$BC:=y-2x=4$
Since the 2 lines are parallel the feasible region is the bond between these lines.
Therefore, the region lies between lines, described by:
$0≤y-2x≤4$
$y-2x≥0⇒y≥2x$
$y-2x≤4$
$x≤6$ (As seen in graph)
$x≥0$ (Non-negative constraints)
$y≥0$ (Non-negative constraints)