The area that satisfies all of the constraints in a given problem is referred to as the feasible region. In mathematical terms, especially in linear programming, this is the region where all the inequalities (constraints) overlap, meaning any point within this region is a potential solution that meets all the requirements.

The area that satisfies all of the constraints in a linear programming problem is described as the feasible region. This region includes all the possible solutions that meet the given constraints, and it is typically represented graphically.

Graphically, it is the area where all the constraint lines (or boundaries) overlap, typically a polygon or polyhedron in two or more dimensions.

The feasible region