The student will determine optimal values in problem situations by identifying constraints and using linear programming techniques.
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Linear programming models an optimization process.
A linear programming model consists of a system of constraints and an objective quantity that can be maximized or minimized.
Any maximum or minimum value will occur at a corner point of a feasible region.
Model practical problems with systems of linear inequalities.
Solve systems of linear inequalities with pencil and paper and using a graphing calculator.