Read decimals to hundredths

Decimal notation to the hundredths place represents a whole number and a fraction with tenths and hundredths, so $3.27$ is read as “three and twenty-seven hundredths,” while $0.05$ is “five hundredths.” The learner connects each digit’s position to its value and understands that a trailing zero does not change the quantity; reading beyond hundredths, including thousandths and more general decimal expansions, is not included.

Detailed Explanation: Read decimals to hundredths

Look at the digits on both sides of the decimal point.

Digits before the decimal point show the whole number.
The first digit after the decimal point is the tenths place.
The second digit after the decimal point is the hundredths place.

Example: Read $(3.27)$

The $3$ is before the decimal point, so it means three whole ones.
The $2$ is in the tenths place.
The $7$ is in the hundredths place.
Together, the digits after the decimal point make $(27)$ hundredths.

So, $(3.27)$ is read:

three and twenty-seven hundredths

A zero at the end does not change the amount. For example, $(3.27)$ and $(3.270)$ have the same value, but when reading decimals to the hundredths place, focus on the first two digits after the decimal point.

Learn by doing: Read decimals to hundredths

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Numbers to Word Equivalents - Decimals

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