Optimal value of the objective function
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1. Consider the following linear programming problem
Max 8X + 7Y
s.t. 15X + 5Y < 75
10X + 6Y < 60
X + Y < 8
X, Y ³ 0
What is the optimal value of the objective function?
2. The constraint 5x1 - 2x2 < 0 passes through the point (xx, 50).
xx = ?
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Solution Summary
The optimal values of the objective function in linear programming is determined.
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