To convert the fraction \(\frac{3}{20}\) into a decimal, you can divide 3 by 20.
When you perform the division:
- 20 goes into 3 zero times. This means we place a 0 before the decimal point.
- Add a decimal point and a zero to 3 (making it 30).
- 20 goes into 30 one time (1), which equals 20. Subtracting gives us 30 - 20 = 10.
- Bring down another zero (making it 100).
- 20 goes into 100 five times (5), which equals 100.
- Subtracting gives us 100 - 100 = 0.
There are no more remainders, so the decimal representation of \(\frac{3}{20}\) is:
\[ 0.15 \]
The decimal \(0.15\) does not have a repeating part.
So, you can write it as:
- Non-repeating part: 15
- Repeating part: (none)
Thus, the final answer is:
0.15 (where the repeating part is empty).