What is an infeasible solution in LP?
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A solution is infeasible when no point satisfies all of the constraints. In such cases, there is no feasible region, meaning the problem has no solution.
An infeasible solution in linear programming is a set of variable values that does not satisfy one or more constraints, placing it outside the feasible region. Identifying infeasibility is crucial for reevaluating the problem to find viable solutions that meet all requirements.
An infeasible solution in linear programming is one that does not satisfy all constraints, meaning the decision variable values fall outside the feasible region. This indicates that no valid solution meets the problem's requirements.