Question: Consider the following LP problem: max sit. 2=571 + 12 +213 11+12+1356 6x +13 38 12 + 2y 2 11,12,13 20 It can be verified

Consider the following LP problem: max sit. 2=571 + 12 +213 11+12+1356 6x +13 38 12 + 2y 2 11,12,13 20 It can be verified that the optimal value and the optimal solution for this LP problem are 2 = 9 and (31 13,+3) = (1,0,2), respectively, Using the primal optimal solution and the Theorem of Complementary Slackness, find the optimal solution for the dual of the given

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