The corner points of the LPP
| Minimize | $z=5x+7y$ |
| subject to the constraints | $2x+y ≥ 8$ |
| $x+2y ≥ 10 $ | |
| $x, y ≥ 0$ |
are A(10, 0), B(2, 4), C(0, 8)
The minimum value of the objective function is :
Answer & explanation
Correct answer: option 2
The correct answer is Option (2) → 38
$Z=5x+7y$
| corner points | $Z=5x+7y$ |
| $A(0,0)$ | $Z=50$ |
| $B(2,4)$ | $Z=38$ |
| $C(0,8)$ | $Z=56$ |
Minimize value = 38