If the dual price for the right-hand side of a ≤ constraint is zero,there is no upper limit on its range of feasibility.

Question

Quizplus · Accepted Answer

When the dual price for the right-hand side of a ≤ constraint is zero, it means that the objective function is not affected by any changes in the right-hand side value of that constraint. This indicates that the constraint is a non-binding or slack constraint and the range of feasibility is not limited by an upper bound. Therefore, the statement is true.

If the Dual Price for the Right-Hand Side of a ≤