Fundametal theorem of duality
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Step-by-step explanation:
The duality theorem states that:
• if the primal problem has an optimal solution, then so has the
dual, and zP = zD;
1
• if the primal problem is unbounded, then the dual is infeasible;
• if the primal problem is infeasible, then the dual is either infeasible
or unbounded.
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