MCQ
Fraction for $0.012$ is:
- A$\dfrac {12}{100}$
- B$\dfrac {12}{10}$
- C$\dfrac {2}{1000}$
- ✓$\dfrac {12}{1000}$
✓
Answer
Correct option: D.
$\dfrac {12}{1000}$
The first decimal digit from the decimal point is the tenth, the second decimal digit from the decimal point is the hundredth and the third decimal digit from the decimal point is the thousandths digit.
Read the whole set of three decimal digits as a number, and say, "tenths ", "hundredths" and “thousandths.” $0.012$ has $0$ tenths, $1$ hundredth, and $2$ thousandths. While $0.012$ is the sum of $\frac{0}{10}$, $\frac{1}{100}$, and $\frac{2}{1000}$, it is also $\frac{12}{1000}$.
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