Consider the following linear programming problem:
Max 3A +3B
st
2A +4B <=12
6A + 4B <= 24
A, B >= 0
a. Find the optimal solution usiung the graphical solution procedure.
B. IF the objective function is changed to 2A + 6B, what will the optimal solution be?
C. How many extreme points are there? What are the values of A and B at each extreme point?