Question: Given the following linear programming problem: mincx s.t. Axx=b0 where m=n,c=bT and A=AT. Show that if there exists an x0 such that Ax0=b,x0, then x0

Given the following linear programming problem:

Given the following linear programming problem: mincx s.t. Axx=b0 where m=n,c=bT and A=AT. Show that if there exists an x0 such that Ax0=b,x0, then x0 is an optimal solution

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