To convert a mixed fraction to a percent, we first convert it into an improper fraction and then follow the same process. ![]() How to Convert Mixed Fraction to Percent? For example to convert (1/5) to percent, multiply 1/5 by 100 that is (1/5) × 100 = 20 %. ![]() In other words, we have to multiply the fraction by 100 and then simplify it. To find the percent of a fraction, we have to find the number of parts that would be shaded out of 100. To convert a fraction to a percentage, multiply it by 100 and simplify the value followed by attaching the % sign with the answer. It is possible to compare percentages just by looking at them, unlike fractions. In math, fraction to percent conversion is required when we have to compare two or more fractional values. Use Cuemath's free and online fraction to percent calculator to verify your answers.įAQs on Fraction to Percent What is Fraction to Percent? To convert this improper fraction into percent, you can follow any of the methods shown below. For example, we have \(2\dfrac\) which can be written as 11/5. We can also convert a mixed fraction to percent using the above methods. After simplifying it, we will get the same fraction to percent formula that we studied above. If we have the fraction a/b, we need to convert this ratio into the form x/100. When two ratios a/b and c/d are equal, the numbers a, b, c, and d are said to be in proportion. Finally, we will multiply 0.6 by 100 to express the fraction 3/5 in percent. We will perform the long division to convert the fraction into decimal form.
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