NBAA CPA Foundation Practice Questions - NBAA Certified Public Accountant (CPA) Foundation Level Exam

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Consider a linear programming problem with the feasible region bounded by the corner points (0,0), (0,30), (20,10), and (25,0). The objective function to be maximized is Z = 8x + 10y. What is the optimal solution and the maximum value of Z?

At (0,30), Z = 300 At (20,10), Z = 260 At (25,0), Z = 200 At (0,0), Z = 0

Correct Answer:

At (0,30), Z = 300

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