Step 3- Simplify the fraction obtained.Step 2- Write the decimal part in the fractional form by ignoring the decimal point and dividing it by a power of 10 in which there is the same number of zeros as the decimal places.Step 1- Consider the whole number part and decimal part in the given decimal number separately.Look at the steps to convert such decimal numbers into mixed fraction form: ∴ x= 7/9 Converting Decimals to Mixed Number Fractionsĭecimals with values greater than 1 can be written as mixed fractions. Multiply the recurring decimal by 10, i.e., Let's consider an example to understand that. To convert any repeating decimal to a fraction, there is a particular method that needs to be applied. Repeating decimals are those that do 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. Converting Decimals to Mixed Number Fractions.Converting Repeating Decimal to Fraction. ![]() There are three individual cases that you might come across while converting decimal to fraction, and those are listed below: Go through the sections below to find more examples on how to convert fractions to decimals. Step 3: Fraction format: Numerator/Denominator = 5/10 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. Let us look at an example to understand these steps.
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