te the given expression for the given value. \( 9(3 y-2) \) when \( y=8 \)

First, let's substitute \( y = 8 \) into the expression \( 9(3y - 2) \). This gives us: \[ 9(3 \times 8 - 2) \] Calculating inside the parentheses first: \[ 3 \times 8 = 24 \quad \text{and} \quad 24 - 2 = 22 \] Now substituting back into the expression: \[ 9 \times 22 = 198 \] So, the value of \( 9(3y - 2) \) when \( y = 8 \) is **198**. Now, let’s dive into some fun facts! Mathematical expressions like this can be seen as puzzles: you work through them step-by-step, and every operation you perform reveals a little more of the solution—just like unwrapping a gift! If you ever find yourself stuck, a common trick is to break the problem down into smaller parts. Just like a recipe, tackle everything in order—first handle what's inside the parentheses, then multiply out. This helps avoid mistakes!