This math topic focuses on the translation from set builder notation to inequality notation for describing the domain and range of functions. The exercises primarily involve rewriting set notations into inequalities without the use of unions. The problems include determining both domain and range, with examples that specify conditions using the real number set \(\mathbb{R}\). Each question provides practice in identifying the right interval notation corresponding to given set builder notations, such as \(2 \leq X\), \(X < -2\), \(1 < Y < 9\), etc.