MAX:

$3$

$5$

$0$

$$

$1$

$+$

$3$

$0$

$0$

$$

$2$

$,$

$$Subject

$$

$$

:

$1$

$$

$1$

$+$

$1$

$$

$2$

$,$

$<=$

$2$

$0$

$0$

$9$

$$

$1$

$+$

$6$

$$

$2$

$,$

$<=$

$1$

$,$

$5$

$6$

$6$

$$ FIGURE

$2$

$.$

$7$

Objective function values at each extreme point of the feasible region

$1$

$2$

$$

$1$

$+$

$1$

$6$

$$

$2$

$,$

$<=$

$2$

$,$

$8$

$8$

$0$

$1$

$$

$1$

$,$

$>=$

$0$

$,$

$1$

$$

$2$

$,$

$>=$

$0$

$$figure

$2$

$.$

$3$

$$graphical representation of the feasible region, given these information what is pareto optimal solution