Question: Consider the following linear programming problem Manimize $2Y +$50 Subject to 5Y+ 10X 90 Constraint A 3Y + 9X 48 Constraint B X Y 20

Consider the following linear programming problem
Consider the following linear programming problem Manimize $2Y +$50 Subject to 5Y+ 10X 90 Constraint A 3Y + 9X 48 Constraint B X Y 20 Constraint if A and B are the two binding constraints. a) What is the range of optimality of the objective function? 0. s C1/C2 s 0. b) Suppose that the unit revenues for Y and X are changed to $20 and $45, respectively. Will the current optimum remain the same? that because the new C1/C2 is which is the range of optimality c) Suppose that the unit revenue of Y is fixed at c2 = $6. What is the associated range for c1, the unit revenue for x that will keep the optimum unchanged? 5 C1 s

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