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Linear Programming: Geometric Solutions by AR is a document available to read on EtoBox.

The document discusses solving linear programming problems using a geometric approach. It begins by defining key terms like feasible solution and optimal solution. It then shows how to graphically represent the constraints of a linear programming problem as regions in a plane. The optimal solution will occur at a vertex (corner point) of the feasible region defined by the intersection of all constraint regions. Three examples are provided to demonstrate solving linear programming problems graphically by ide

Author

AR

Language

EN