Write an expression for the verbal phrase The difference between \( x \) and half of \( y \).

To express "the difference between \( x \) and half of \( y \)" mathematically, we can break it down. Half of \( y \) is represented as \( \frac{y}{2} \). Thus, the difference between \( x \) and half of \( y \) can be expressed as \( x - \frac{y}{2} \). This captures the phrase succinctly using algebraic notation! The key here is recognizing the structure of verbal phrases. In math, "difference" usually implies subtraction, and understanding that can make translating words into expressions a breeze—like solving a puzzle! Keep practicing, and you'll become fluent in this language!