Given this Linear Programming Model: (25 points) Max Z = 12x + 16y (beneficio) calle (1) 10x
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Question:
Given this Linear Programming Model: (25 points)
Max Z = 12x + 16y (beneficio)
calle
(1) 10x + 20y < 140
(2) 20x + 16y < 180
(3) 12x + 12y < 120
(4) x, y > 0
(a) Solve the problem by the graphical method.
(b) What would be the optimal solution if the objective function had been 16x + 8y?
(c) What would be the optimal values if the constraint had been (3) 12x + 12y < 180 instead of
(3) 12x + 12y < 120?
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