What happens when a linear programming problem has no feasible region?
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When an LP problem has no feasible solution, it means that the constraints are too restrictive or conflicting, and no point in the solution space satisfies all constraints simultaneously. In such cases, the problem is said to be infeasible
If a linear programming problem has no feasible region, it means there are no solutions that satisfy all constraints simultaneously. This results in the problem being infeasible, indicating that no optimal solution exists.