Which sign makes the statement true? \( \frac{15}{96} ? 9.62 \% \)

To solve this, we first convert 9.62% into a fraction or decimal. Remember that percent means “per hundred,” so 9.62% is equivalent to \( \frac{9.62}{100} \) or 0.0962. Now, calculating \( \frac{15}{96} \) gives approximately 0.15625. Therefore, since \( 0.15625 > 0.0962 \), we can conclude that \( \frac{15}{96} > 9.62\% \). Now you're equipped to tackle percentages with confidence! It's like a superpower in your math toolkit! When comparing fractions and percentages, remember to convert them to the same format to make it easier to see what's greater or lesser. It's a small step that can save you from a big headache!