Consider the following linear programming problem:

Which line segemnt represents the first constraint being binding $12$X$+15$Y$=180$

Second construnt being bunding $15$X$-10$Y$=150$

Third $3$X$-8$Y$=0$

Which area forms the feasible region

Which point is optimal

Whag is the optimal solution $($X$,$Y$)$

What is the valie of Z