You're asked to
convert fractions with denominators of 10 or 100 into decimals. This is straightforward because these denominators are powers of 10, which directly correspond to decimal places.
---
🔢 Key Concept:
- A fraction with denominator
10 → decimal has
1 digit after the decimal point.
- Example: `3/10 = 0.3`
- A fraction with denominator
100 → decimal has
2 digits after the decimal point.
- Example: `92/100 = 0.92`
Just write the numerator and place the decimal point so that:
- For `/10`, move decimal one place left.
- For `/100`, move decimal two places left.
---
✔ Solutions:
#### Left Column:
1. `92/100` →
0.92
2. `3/10` →
0.3
3. `73/100` →
0.73
4. `44/100` →
0.44
5. `2/10` →
0.2
6. `74/100` →
0.74
7. `9/100` →
0.09
#### Right Column:
8. `29/100` →
0.29
9. `1/100` →
0.01
10. `34/100` →
0.34
11. `9/10` →
0.9
12. `5/10` →
0.5
13. `3/100` →
0.03
14. `35/100` →
0.35
---
📝 Final Answer (in order as shown):
```
0.92 0.29
0.3 0.01
0.73 0.34
0.44 0.9
0.2 0.5
0.74 0.03
0.09 0.35
```
---
✔ Tip: If the numerator has fewer digits than needed (e.g., `1/100`), add leading zeros after the decimal to fill the required places. So `1/100 = 0.01`, not `0.1`.
Let me know if you want to convert decimals back to fractions too! 😊
Parent Tip: Review the logic above to help your child master the concept of convert fraction to decimal worksheet.