Question: Given: Objective Function Max Z = 10A + 15B ($ cost) 2A + 4B < 100 Let: s.t. 3A + 2B 100 A, B

Given: Objective Function Max Z = 10A + 15B ($ cost) 2A + 4B < 100 Let: s.t. 3A + 2B 100 A, B 20 A = # of

Given: Objective Function Max Z = 10A + 15B ($ cost) 2A + 4B < 100 Let: s.t. 3A + 2B 100 A, B 20 A = # of Bike A produced B = # of Bike B produced (Available Material 1) (Available Material 2) Suppose the profit on Bike A is increased to $20. Is the above solution still optimal? Provide the objective function value when this unit profit is increased to $20?

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