Hi sammywrite, An LP problem is said to be unbounded (or unbounded) when the objective function can grow indefinitely without violating the constraints. When this happens, it most likely means that the linear programming problem hasn't been translated properly. That is, the reality hasn't been translated properly into a mathematical problem.
!LADY
Hi sammywrite, An LP problem is said to be unbounded (or unbounded) when the objective function can grow indefinitely without violating the constraints. When this happens, it most likely means that the linear programming problem hasn't been translated properly. That is, the reality hasn't been translated properly into a mathematical problem.
!LADY