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If the objective function evaluated at a cpf solution is no

a) For minimization problems, if the objective function evaluated at a CPF solution is no larger than its value at every adjacent CPF solution, then that solution is optimal. solutions cannot exceed the number of CPF solutions. tion may have an adjacent CPF solution that also is optimal

b) Only CPF solutions can be optimal, so the number of optimal.

c) If multiple optimal solutions exist, then an optimal CPF solu- (the same value of Z).

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