Consider the following linear programming formulation:

Maximize $2x + $3y

Subject To 3 x + 5 y < 30 Constraint A

6 x + 2 y < 24 Constraint B

y > 2 Constraint C

Given your answers to the above two questions, and given that either the intersection of Constraints A and B or Constraints A and C is the optimal solution, what is the value of the objective function at the optimal solution?

a. $17.33

b. $18.33

c. $19.33

d. $20.33