Question: If the primal problem has feasible solutions and a bounded objective function, then what can we say about the dual problem? It has feasible solutions

If the primal problem has feasible solutions and

If the primal problem has feasible solutions and a bounded objective function, then what can we say about the dual problem? It has feasible solutions and unbounded objective function It has no feasible solutions and it has an unbounded objective function It has no feasible solution and it has a bounded objective function It has feasible solutions and bounded objective function If the primal problem has 3 variables and 2 restrictions... We can maximize the objective function it by finding the feasible area in the plan and evaluating it on the corners of such region We can maximize the objective function of the primal problem by maximizing the objective function of dual problem by finding the feasible area in the plan and evaluating it on the corners of such region. We can maximize the objective function of the primal problem by minimizing the objective function of dual problem by finding the feasible area in the plan and evaluating it on the corners of such region. Primal and dual problems will not have solutions

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