Inequality constraints are mathematical expressions that define the limits or bounds on variables in optimization problems, representing conditions that must be satisfied for a solution to be feasible. They often take the form of inequalities, such as $$x \geq 0$$ or $$x + y \leq 10$$, and are crucial for modeling real-world scenarios where certain restrictions are in place. These constraints help shape the feasible region within which solutions must lie, allowing for better decision-making in various applications.
congrats on reading the definition of inequality constraints. now let's actually learn it.