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:
DECIMAL TO FRACTION CONVERTER REDUCED FRACTION HOW TO
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.
Step 4- Express in terms of the lowest Equivalent fraction.Re-write in the fraction form and simplify it. Step 2- Use that to determine what the denominator of the fraction would be.Step 1- Identify the place value of the digits after the decimal, in the number.Here is a simple 4-step process to convert any decimal into a fraction.
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