The exact decimal conversion of ⅔ is the repeating decimal. Your first step is to write out the decimal so it looks like $$.ĩ99 is very close to 1000, so let’s act like it actually is 1000, divide each part of the fraction by 1000, and move the decimal place of 666 three places to the left, giving us. Terminating decimals are the most common decimals you’ll see and, fortunately, they are also the easiest to convert to fractions.įor example, say you’re given the decimal.
To fraction converter how to#
Below we explain how to convert both terminating decimals and repeating decimals to fractions.Ĭonverting a Terminating Decimal to a FractionĪ terminating decimal is any decimal that has a finite other of digits.
How do you convert a decimal to a fraction? Any decimal, even complicated-looking ones, can be converted to a fraction you just need to follow a few steps. Wondering how to convert decimals to fractions? Or how to convert fractions to decimals? It’s easier than you think! Keep reading to see the steps for decimal to fraction conversions (including why you need to follow different steps if you have a repeating decimal), steps for fraction to decimal conversions, a handy chart with common decimal/fraction conversions, and tips for quickly estimating conversions.
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