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Consider the following linear program Maximize 2xx2 subject to: 12 3x2 6 12 10, ri20 x2 20 a) Draw a graph of the constraints and shade in the feasible region. Label the vertices of this region with their coordinates. b) Using the graph obtained in a 、find the optimal solution and the maximum value of the objective function. c) What is the slack in each of the constraints?Please assist with this LP optimization problem

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