$to fraction converter$

$to fraction converter$

Let's consider an example to understand that.Įxample 3:Convert 0.77777. To convert any repeating decimal to fraction, there is a particular method that needs to be applied. Repeating decimals are those that does not end after a finite number of decimal places and some particular digits or a single digit after the decimal point keep on repeating in the number. Step 3 : Fraction format: Numerator/Denominator = 5/10Ĭonverting Repeating Decimal to Fraction: Step 1: Identify the place value of the last digit.Ġ.5 <- 5 is in the tenths place. Solution: Let's apply the steps that we learned. Given below are Various examples of converting decimal to fractional value: Example 1: convert 0.525 to a fraction.

$to fraction converter$

If you can further simplify fraction then convert it to mixed number fraction only and only if it's possible. Then on finding the GCF(Greatest Common Factor) of the upper number and denominator lower number and we have to divide both upper number and lower number by the Greatest Common Factor. Use multiplication for removing decimal places and count number of places in right then multiply upper number(numerator) and lower number(denominator) by 10 x. Converting a given Decimal value to a Fraction valueĬonvert a fraction which has decimal number as top number(numerator) and then have buttom number(denominator) with the value of 1.We should take the value of denominator as 1.

$to fraction converter$

To fraction converter