State the dual of the linear programming problem.Maximize7x1?+ 3x2subject to4x1?+ 5x2? 483x1?+ x2? 15x1?+ 5x2? 34and x1 ? 0, x2 ? 0
A.
| Minimize | 7y1? | + 3y2 |
| subject to | 4y1? | + 5y2 | ? 48 |
| 3y1? | + y2 | ? 15 |
| y1? | + 5y2 | ? 34 |
B.
| Minimize | 48y1? | + 15y2+ 34y3 |
| subject to | 4y1? | + 3y2 | + y3 | ? 7 |
| 5y1? | + y2 | + 5y3 | ? 3 |
C.
| Minimize | 48y1? | + 15y2 |
| subject to | 4y1? | + 5y2 | ? 7 |
| 3y1? | + y2 | ? 3 |
| y1? | + 5y2 | ? 34 |
D.
| Minimize | 48y1? | + 15y2+ 34y3 |
| subject to | 4y1? | + 3y2 | + y3 | ? 7 |
| 5y1? | + y2 | + 5y3 | ? 3 |
Answer: B
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