Prove that optimal Solution exist without solving.

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Without solving the problem, show that it has an optimal solution.

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  1. Using all the Basic Feasible solutions(BFS), found in first part.
  2. From theorem [1] , every BFS <=> extreme point of feasible set
  3. From theorem [1], If an LPP has an optimal solution then it has an optimal solution at an extreme point of the feasible set.