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What is .3 repeating decimal as a fraction?

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Updated: 9/25/2023

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What is 0.428571429 as a fraction?

The decimal 0.428571429 can be expressed as the fraction 3/7. This is because the decimal is a repeating decimal that represents the fraction when simplified. Specifically, 0.428571 is a repeating sequence of the digits 428571, corresponding to the fraction 3/7.

What is the fraction for the decimal 0.666666?

The fraction 2/3 is expressed as the infinitely repeating decimal 0.666666666.....

What is the fraction to the repeating decimal 0.66?

It is: 2/3

What is 2.3 as a repeating decimal a fraction?

7/3

What is 0.42857143 as a fraction?

The decimal 0.42857143 can be expressed as the fraction 3/7. This is because the repeating decimal 0.428571, which represents 3/7, continues indefinitely. To convert it to a fraction, you recognize that 0.428571 is approximately equal to 3/7, making it a repeating decimal representation.

Related Questions

What is the fraction equivalent to the repeating decimal 3.242424?

The fraction equivalent to the repeating decimal 3.242424 in lowest terms is: 405303/125000

What is 0.428571429 as a fraction?

The decimal 0.428571429 can be expressed as the fraction 3/7. This is because the decimal is a repeating decimal that represents the fraction when simplified. Specifically, 0.428571 is a repeating sequence of the digits 428571, corresponding to the fraction 3/7.

What is 0.3 repeating as a decimal?

It is already a decimal and it is 1/3 as a fraction

What is the fraction for the decimal 0.666666?

The fraction 2/3 is expressed as the infinitely repeating decimal 0.666666666.....

What is the fraction to the repeating decimal 0.66?

It is: 2/3

What is the fraction for the repeating decimal 0.3?

It is 1/3.

What is 2.3 as a repeating decimal a fraction?

7/3

What is 1 3 in decimal form?

The fraction 1/3 in decimal form is .3 repeating (.333333...)

What is the fraction of the repeating decimal 0.7...?

The fraction of the repeating decimal 0.7... is 7/9

What is 9.3 repeating as a fraction?

9.3 repeating is a fraction. It is a fraction in decimal form rather than in the form of a ratio. However, that does not stop it being a fraction. Its rational equivalent is 28/3 which cannot be simplified further.

Is the fraction 13 a terminating or repeating decimal?

It is a repeating decimal.

How can a repeating decimal turn into fraction?

decimal and repeating bar

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