1. Graphically, the optimal solution of a linear programming problem.pdf

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1. Graph each system of constraints. 3x+y?7 x+2y?9 x?0,y?0 2. Name all vertices. 3. Then find the values of x and y that maximize or minimize the objective function. 4. Find the maximum value. Solution SYMBOLS NOT SHOWING UP ASSUMING THEM AS < = WHERE IS THE OBJECTIVE FUNCTION ? NOT GIVEN.

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1. Graphically, the optimal solution of a linear programming problem can never be .......of the
feasible religion.
A. a boundary point; B. an interior point; C. a boundary or an extreme point; D. an extreme
point.
2. The feasible region does not include…….
A. interior points; B. boundary points; C. extreme points; D. points which violate which violate
any of the constraints.
Solution
1) B An interior point.
Reason:

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