

In the last step we have to reduce the fraction.Now equation 1 will be subtracted from second equation.For this purpose, both sides of equation 1 will be multiplied by 1000.

In the third step we have to create another equation.In the second step we will count the digits that are present after decimal.For creating an equation, the give repeating decimal number will be equal to x.
#FRACTION CONVERTER INFINITE HOW TO#
How to Convert repeating decimal number “2.666” to a fraction?įollow all the above explained steps one by one. This calculation seems little tricky therefore to avoid the confusion taking help from the repeating decimal to fraction calculator will be a better option.

In the last step fraction will be reduce.Subtraction of equation 2 from the equation 1 will be done.For creating second equation, both sides of first equation will be multiplied by 10y.Now we have to count the digits that are present after decimal that will be y.To convert repeating decimal to fraction we have to formulate an equation in which x will be equals to the decimal number.How to Convert a Repeating Decimal to a Fraction? Decimal to fraction calculator is also functioned to deal with the negative decimal values. For example, if c = b then it is right that –b = -c. Once we get the answer we will put the negative sign again. Now we have to perform the conversion at the positive value. In such cases in the first place we have to eliminate the negative sign from the present decimal number. Sometimes we get decimal values with the negative sign. 5 / 8 Conversion of a Negative Decimal into a Fraction: 21 / 8 is an improper fraction so we will simplify it.Ģ.625=2.Now in the third step look for the GFC for both numbers.Now we have to multiply both the numbers by 1000 as after decimal there are 3 digits.First of all, rewrite the given decimal number.We have a decimal number 2.625 to convert it into a fraction.

Here is a quick tip that you can use decimal fraction calculator for quick and accurate calculations. In the above example GFC is 5 for both numbers so will simply divide them by 5 as follows: For this purpose, we have to find the greatest Common factor of the top and bottom number and then divide both numbers by this GCF or greatest common factor.
