Question: Problem 1. Consider the following LP: min 15 +16 s.t. -21-22-223 + 25 = 1 21 - 2.02 - 24 + 16 = 1 21,

Problem 1. Consider the following LP: min 15 +16

Problem 1. Consider the following LP: min 15 +16 s.t. -21-22-223 + 25 = 1 21 - 2.02 - 24 + 16 = 1 21, 22, 23, 24, 25, 26 > 0. The optimal objective function of the above LP is 1. Now consider the following LP: max 21 - 3.02 + 7:23 +2:04 s.t. -21-22-223 1 I] - 2.02 - 14 = 1 21, 22, 23, 24 > 0. Which of the following is true about the second LP? Explain your answer. 1. LP is Unbounded. 2. LP is Infeasible. 3. Optimal objective function value of LP is 1

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