Answer:
Step-by-step explanation:
Let's analyze the table and fill in the answers based on whether each decimal can be written as a fraction and the reason.
### 0.82 (with 82 repeating)
- **Can this be written as a fraction?**
- Yes
- **Reason**
- This is a repeating decimal.
### 0.16666... (with 6 repeating)
- **Can this be written as a fraction?**
- Yes
- **Reason**
- This is a repeating decimal.
### 0.6294... (with no clear pattern of repeating)
- **Can this be written as a fraction?**
- No
- **Reason**
- This is a decimal that neither terminates nor repeats.
### 0.254
- **Can this be written as a fraction?**
- Yes
- **Reason**
- This is a terminating decimal.
Here is the completed table:
| Can this be written as a fraction?
| 0.82 (with 82 repeating) | Yes | This is a repeating decimal. |
| 0.16666... (with 6 repeating) | Yes | This is a repeating decimal. |
| 0.6294... | No | This is a decimal that neither terminates nor repeats. |
| 0.254 | Yes | This is a terminating decimal. |
If you need any more assistance or have additional questions, feel free to ask!
