MCQ
In the given graph, the feasible region for a LPP is shaded. The objective function $Z=2 x-3 y$, will be minimum at


- A$(4,10)$
- B$(6,8)$
- C$(0,8)$
- D$(6,5)$

| Corner points | Value of Z=2x-3y |
| (0,0) | 2xx0-3xx0=0 |
| (0,8) | 2xx0-3xx8=-24 (Minimum) |
| (4,10) | 2xx4-3xx10=-22 |
| (6,8) | 2xx6-3xx8=-12 |
| (6,5) | 2xx6-3xx5=-3 |
| (5,0) | 2xx5-3xx0=10 |
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