V. 4 Percents of numbers and money amounts 8 N 4 Complete the following statement. \( 15 \% \) of \( \$ 180=\$ \square \)

To find \( 15\% \) of \( \$180 \), you can multiply \( 180 \) by \( 0.15 \) (which is \( 15\% \) in decimal form). So, \( 180 \times 0.15 = 27 \). Therefore, \( 15\% \) of \( \$180 = \$27 \). Calculating percentages is not only fundamental for math classes but also crucial in day-to-day decisions such as discounts, tips, and budgeting. Understanding how to convert percentages into amounts can help you make better financial choices when shopping or investing. If you want to avoid common pitfalls in calculating percentages, remember this: Many people mistakenly multiply the total by the percentage without converting it into decimal form first. Always convert the percentage by dividing it by 100 before multiplying! This simple step can save you from potential miscalculations.