Question

state and prove fundamental duality theorem in lpp

Answer 1

Answer:

The duality theorem which is in Ipp sates the following :-

• If the primal problem has an optimal solution, then so has the dual        zP = zD.
• 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.

Answer 2

Step-by-step explanation:

state and prove fundamental theorem of duality