Constraints
Definition
Constraints are conditions or limits imposed on variables in a mathematical model. They restrict the feasible region within which an optimal solution can be found.
5 Must Know Facts For Your Next Test
- Constraints are usually expressed as linear inequalities or equations.
- In a linear programming problem, constraints define the boundaries of the feasible region.
- The intersection of all constraints forms the feasible solution space.
- Constraints can represent resource limitations, such as time, money, or materials.
- A solution must satisfy all constraints to be considered feasible.
Review Questions
- What is the role of constraints in a linear programming problem?
- How do constraints affect the feasible region?
- Can a solution that does not meet all constraints be considered optimal?
"Constraints" appears in:
Subjects (1)
Related terms
Feasible Region: The set of all possible points that satisfy all given constraints in a linear programming problem
Objective Function: A mathematical expression that needs to be maximized or minimized in a linear programming problem
Linear Inequality: An inequality that involves a linear function
