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Linear programming

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Use the geometric method of linear programming to maximize the objective function f(x,y)=3x-6y subject to the constraints.
x>= 1
x-y<= 3
2x+y>= 6
2x+y<= 8

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Solution Summary

This shows how to maximize an objective function with given constraints. The vectors to maximize objective functions are analyzed for linear algebra.

Solution Preview

Please see the attachment for the graph of the feasible region. Move the line 3x-6y=0 downward to ...

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