If you’re ever curious about what .6 repeating as a fraction, then you’ve come to the right place. In this blog post, we’ll explain what this number means and how to write it as a fraction.

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## What is .6 repeating as a fraction?

.6 repeating as a fraction is 6/10. This is because the decimal .6 repeating can be represented as a fraction by counting the number of decimal places after the decimal point and adding that number to the denominator (bottom number) of the fraction. In this case, there are two decimal places after the decimal point, so the fraction would be 6/100.

## How to convert .6 repeating into a fraction

.6 repeating is equal to 2/3, or .66666… ad infinitum. To convert a repeating decimal into a fraction, you take the number before the decimal point and divide it by 9, with the exception of when there’s a 0 in front of the 6 — in that case, you divide by 90. So, .6 repeating would be written as 6/9 or 60/90.

## What is .6 repeating as a percentage?

Decimals can be frustrating, especially when they repeat. Repeating decimals, like .6, seem to go on forever. So, what is .6 repeating as a percentage?

This can be a difficult question to answer because there is no definitive answer. The best way to approach this problem is to convert .6 repeating into a fraction. This will give you a more exact answer and will make the calculation easier.

To convert .6 repeating into a fraction, you can use what is called the long division method. This involves dividing the decimal by a number that will give you a remainder of 0. For .6 repeating, this number is 10.

So, using long division, .6 divided by 10 would look like this:

0.6 | 10 ) 6.0

| — —

4 0

| —

6

0.6 | 10 ) 6.0

| — –

4 60

| –

60

## How to convert .6 repeating into a decimal

To convert .6 repeating into a decimal, you can divide 6 by 9. The answer will be .666666666 with the sixes repeating forever.