Convert decimals to fractions worksheet with 36 practice problems.

Let’s solve each problem step by step.

We are converting decimals to fractions. The rules say:
- Leave the fraction with a denominator that is a power of 10 (like 10, 100, 1000, etc.).
- Do NOT simplify the fraction.
- If the decimal is greater than 1, write it as a mixed number (whole number + fraction).

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How to convert:
- Count how many digits are after the decimal point.
- That tells you the denominator:
→ 1 digit? Denominator = 10
→ 2 digits? Denominator = 100
→ 3 digits? Denominator = 1000
→ and so on.
- Write the digits (without the decimal) as the numerator.
- If there’s a whole number part (like in 1.8), keep it separate and only turn the decimal part into a fraction.

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Let’s go one by one:

1) 0.6 → 6/10
2) 0.3 → 3/10
3) 0.1 → 1/10
4) 0.9 → 9/10
5) 0.8 → 8/10
6) 0.27 → 27/100
7) 0.58 → 58/100
8) 0.81 → 81/100
9) 0.43 → 43/100
10) 0.92 → 92/100
11) 0.78 → 78/100
12) 0.55 → 55/100

13) 0.34 → 34/100
14) 0.2 → 2/10
15) 0.81 → 81/100
16) 0.7 → 7/10
17) 0.325 → 325/1000
18) 0.289 → 289/1000
19) 0.452 → 452/1000
20) 0.013 → 13/1000
21) 0.67 → 67/100
22) 0.29 → 29/100
23) 0.316 → 316/1000
24) 0.527 → 527/1000

25) 1.8 → 1 and 8/10
26) 3.4 → 3 and 4/10
27) 2.63 → 2 and 63/100
28) 9.6 → 9 and 6/10
29) 4.39 → 4 and 39/100
30) 7.28 → 7 and 28/100
31) 0.375 → 375/1000
32) 6.41 → 6 and 41/100
33) 1.372 → 1 and 372/1000
34) 5.391 → 5 and 391/1000
35) 8.29 → 8 and 29/100
36) 11.83 → 11 and 83/100

All answers follow the rule: no simplifying, denominators are powers of 10, and mixed numbers for values >1.

Final Answer:
1) 6/10
2) 3/10
3) 1/10
4) 9/10
5) 8/10
6) 27/100
7) 58/100
8) 81/100
9) 43/100
10) 92/100
11) 78/100
12) 55/100
13) 34/100
14) 2/10
15) 81/100
16) 7/10
17) 325/1000
18) 289/1000
19) 452/1000
20) 13/1000
21) 67/100
22) 29/100
23) 316/1000
24) 527/1000
25) 1 8/10
26) 3 4/10
27) 2 63/100
28) 9 6/10
29) 4 39/100
30) 7 28/100
31) 375/1000
32) 6 41/100
33) 1 372/1000
34) 5 391/1000
35) 8 29/100
36) 11 83/100