Pregunta
Write the decimal as a fraction. 0.252 Use a denominator that matches the number of decimal places in the decimal number. \( 0.252=\square \) (Do not simplify.)
Ask by Ray Bernard. in the United States
Jan 26,2025
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\( 0.252 = \frac{252}{1000} \)
Solución
To convert the decimal \( 0.252 \) to a fraction with a denominator that matches the number of decimal places (which is 3), follow these steps:
1. **Identify the number of decimal places:**
\( 0.252 \) has 3 decimal places.
2. **Use \( 10^3 = 1000 \) as the denominator:**
Since there are 3 decimal places, the denominator will be 1000.
3. **Write the fraction:**
\( 0.252 = \frac{252}{1000} \)
So, the decimal \( 0.252 \) as a fraction is:
\[
0.252 = \frac{252}{1000}
\]
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0.252 can be expressed as a fraction by placing the decimal number over a denominator that matches the number of decimal places. Since there are three decimal places in 0.252, we use 1000 as the denominator. Therefore, \( 0.252 = \frac{252}{1000} \)
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