See the attached file.
Graphically analyze the following problem:
Maximize profit = $4X + $6Y
X + 2Y (less than or equal to) 8 hours
6X + 4Y (less than or equal to) 24 hours
(a) What is the optimal solution?
(b) If the first constraint is altered to X + 3Y (less than or equal to) 9, does the feasible region or optimal solution change?
This solution provides step by step calculations for maximizing profit.