| Resource |
Found |
Requirement units |
|
| I(x kg) | II(y kg) | ||
|
Calcium (units .kg) Vitamin (units /kg |
3 4 |
2 1 |
9 5 |
| Cost (Rs/kg) | 40 | 60 | |
Formulate the L.P.P to minimize the cost
Answer & explanation
Correct answer: option 1
The correct answer is Option (3)
function $Z = 40x+60y$ (optimize/minimize cost)
constraints $x,y≥0$
minimum required of Calcium = 9
$⇒3x+2y≥9$
minimum required of vitamin = 5
$⇒4x+y≥5$