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- Consider the following linear programming problem: Maximize Z = 15002 + 31003; {profit in S) subject to 3.": + 23; g 18 2+2y310 9'34 a, gal] a. Select the correct feasible region. (.3 (-3 l 2 3 4 5 6 'i" 8 9 10 11 b. Identify the optimal solution. How much is the maximum profit? ()2 = 4, y = 3 is the optimal solution, and the maximum profit is $15300 mm = 0, y = 5 is the optimal solution, and the maximum profit is $15500 em = 6, y = 0 is the optimal solution, and the maximum profit is $9000 on: = U, y = 4 is the optimal solution, and the maximum profit is $12400 mm = 2, y = 4 is the optimal solution, and the maximum profit is $15400 mm = 10, y = U is the optimal solution, and the maximum profit is $15000