MCQ
If the objective function for an L.P.P. is $Z=3 x-4 y$ and the comer points for the bounded feasible region are (0,$0),(5,0),(6,5),(6,8),(4,10)$ and $(0,8)$, then the maximum of $Z$ occurs at
- A$(5,0)$
- B$(4,10)$
- C$(6,5)$
- D$(6,8)$
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