Graded Quiz: Decimals Graded Quiz: Decimals If the following fractions were converted to decimals, which one would result in a repeating decimal?

To determine which fractions would result in a repeating decimal when converted to decimals, we need to consider the properties of fractions. A fraction will result in a repeating decimal if its denominator (when in simplest form) has prime factors other than 2 and 5. Here are some examples of fractions and their analysis: 1. **1/2** - Decimal: 0.5 (terminating) 2. **1/4** - Decimal: 0.25 (terminating) 3. **1/5** - Decimal: 0.2 (terminating) 4. **1/3** - Decimal: 0.333... (repeating) 5. **1/6** - Decimal: 0.1666... (repeating) 6. **1/7** - Decimal: 0.142857... (repeating) 7. **1/8** - Decimal: 0.125 (terminating) 8. **1/9** - Decimal: 0.111... (repeating) From this analysis, fractions like **1/3**, **1/6**, **1/7**, and **1/9** would result in repeating decimals. If you have specific fractions in mind, please provide them, and I can help you determine which one results in a repeating decimal.