Question: 1. Suppose, the primal LP problem is given by (in matrix notation): g'y max{g'y: B'y d, y 0} 2. Prove that if the primal

1. Suppose, the primal LP problem is given by (in matrix notation):

1. Suppose, the primal LP problem is given by (in matrix notation): g'y max{g'y: B'y d, y 0} 2. Prove that if the primal is unbounded then the dual is infeasible. (30 Marks) (Both formal and intuitive (i.e., verbal) proofs can be used here.) Please help me with this homework question, a detailed response will be appreciated and upvoted.

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