Question: Consider the linear program shown in the attached diagram. The solid blue lines represent the different constraints and the shaded area represents the feasible region.

Consider the linear program shown in the attached diagram. The solid blue lines represent the different constraints and the shaded area represents the feasible region. Assume this is a minimization problem and the objective function is z = 10 x1 + x2. Which of the following points (listed as x1,x2) is the optimal solution to this LP? 10 9 3 7 X2 5 1 R 1 0 3 1 6 9 10 O (0,6) O (3,2) O (78) (5,5) (0,0) O None of the points are optimal solutions

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