Convert Decimal 0.80 to Words: Reading Hundredths

Q: Why is 0.80 written as 80/100 instead of 8/10?

Even though $ \frac{80}{100} $ equals $ \frac{8}{10} $, the decimal 0.80 has two decimal places, so we read it exactly as written: eighty hundredths.

Q: Does the zero at the end of 0.80 matter?

Yes! The trailing zero shows the decimal goes to the hundredths place. Without it, 0.8 would be read as "eight tenths" instead of "eighty hundredths."

Q: How do I know what denominator to use?

Count the decimal places! One decimal place = tenths (denominator 10), two decimal places = hundredths (denominator 100), three places = thousandths (denominator 1000).

Q: Is 80/100 the same as 8/10?

Mathematically yes - they're equivalent fractions. But when converting 0.80 to words, we read it exactly as the decimal shows: "eighty divided by one hundred."

Q: What if I wrote 0.8 instead of 0.80?

That would be 8/10 or "eight tenths." The extra zero in 0.80 specifically indicates hundredths place value, so we must include all 80 parts out of 100.

Decimal Place Values with Hundredths Position

Rewrite the following decimal in words:

0.80

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Step-by-step written solution

Follow each step carefully to understand the complete solution

Understand the problem

Rewrite the following decimal in words:

0.80

Step-by-step solution

To solve this problem, we need to express the decimal $0.80$ as a fraction and write it in words.

Step 1: Understand the decimal
The decimal $0.80$ means 80 out of 100. This is because the first digit after the decimal represents tenths and the second digit represents hundredths.
Step 2: Convert to a fraction
The decimal $0.80$ can be expressed as the fraction $\frac{80}{100}$ .
Step 3: Write the fraction in words
The fraction $\frac{80}{100}$ is spoken as "eighty divided by one hundred" or simply "eighty hundredths."

Therefore, the decimal $0.80$ rewritten in words as a fraction is expressed as 80 divided by 100.

Final Answer

80 divided by 100

Key Points to Remember

Essential concepts to master this topic

Place Value: Second decimal digit represents hundredths position always
Technique: Count zeros in denominator: 0.80 = 80/100 (two zeros)
Check: Divide numerator by denominator: 80 ÷ 100 = 0.80 ✓

Common Mistakes

Avoid these frequent errors

Ignoring the trailing zero in 0.80
Don't read 0.80 as "eight tenths" = 8/10! The trailing zero shows it's in hundredths place, making it worth 80/100. Always count all decimal places to determine the correct denominator.

Practice Quiz

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Which figure represents 0.1?

FAQ

Everything you need to know about this question

Why is 0.80 written as 80/100 instead of 8/10?

Even though $\frac{80}{100}$ equals $\frac{8}{10}$ , the decimal 0.80 has two decimal places, so we read it exactly as written: eighty hundredths.

Does the zero at the end of 0.80 matter?

Yes! The trailing zero shows the decimal goes to the hundredths place. Without it, 0.8 would be read as "eight tenths" instead of "eighty hundredths."

How do I know what denominator to use?

Count the decimal places! One decimal place = tenths (denominator 10), two decimal places = hundredths (denominator 100), three places = thousandths (denominator 1000).

Is 80/100 the same as 8/10?

Mathematically yes - they're equivalent fractions. But when converting 0.80 to words, we read it exactly as the decimal shows: "eighty divided by one hundred."

What if I wrote 0.8 instead of 0.80?

That would be 8/10 or "eight tenths." The extra zero in 0.80 specifically indicates hundredths place value, so we must include all 80 parts out of 100.

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