Question: 12) Given the following linear program that maximizes revenue: Max Z-15x + 20y St. 8x + 5y s 40 4x - y210 What could be

12) Given the following linear program that maximizes revenue: Max Z-15x + 20y St. 8x + 5y s 40 4x - y210 What could be the maximum possible decrease in the right hand side value of the first constrain to maintain the 3 current optimal solution mixture; i.e., without any change in shadow price? A) 12 B) 18.5 C) 20 D) 16 15) Which arc is not included in the minimal spanning tree? A) 1-3 B) 4-5 C) 2-4 D) 3-6 11 10 15 13 8 6 00 17

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