Best Answer

Let f = 0.6777...

then 10f = 6.777....

so that 9f = 6.1

therefore, f = 6.1/9 = 61/90

Q: What is the fraction of 0.6777 recurring?

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0.9 recurring as a fraction is equal to 1. I know its crazy. But its true.

To convert a fraction to a decimal, divide the denominator into the numerator. Whether it is recurring or not depends on the fraction.

Although it is a terminating fraction, it can be written as a recurring fraction as: 0.47000000... or 0.46999999...

Expressed as a proper fraction in its simplest form, 0.5 recurring is equal to 5/9, or five ninths.

If that is recurring 5 then as a fraction it is 5/9

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0.9 recurring as a fraction is equal to 1. I know its crazy. But its true.

To convert a fraction to a decimal, divide the denominator into the numerator. Whether it is recurring or not depends on the fraction.

Although it is a terminating fraction, it can be written as a recurring fraction as: 0.47000000... or 0.46999999...

If its a recurring decimal then it is -11/3 as a fraction

If it is a recurring decimal then its fraction is 1/9

If its recurring 6 then as a fraction it is 2/3

0.32... = 32/99 in fraction

If that is 38 recurring then the fraction is 38/99