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FutureStarrFraction Converter OR
Convert any fraction below 10 to a decimal, percentage, or exponentia.
That's why the conversion of fractional numbers often gives us conversion error. The error depends on the number of digits after the point which we decide to use. For example, let's convert decimal 0.8 to binary and use 6 digits after the point. We will get 0.110011. But it is not decimal 0.8; in fact, but it is decimal 0.796875; the difference is that it is 0.003125. And this is our error during conversion decimal 0.8 to binary with 6 digits after the point. This is the inches to fractions calculator, a simple and intuitive tool that helps you convert any decimal to fraction inches. Do you want to transform the length measured in mm to inches fraction? That's not a problem at all! Alternatively, you can also turn any fraction to inches, and then to its inch fraction, adjusting for the appropriate precision. Converting inches to fractions has never been this entertaining, has it? Welcome to our decimal to fraction calculator - a smart tool that helps you convert any decimal to a fraction in the blink of an eye. You'll find how to turn a decimal into a fraction, or even how to change repeating decimals to fractions. The basic idea of this fraction converter is to rewrite any decimal as a fraction - a ratio of two integer numbers. There are also more practical ways of using fractions instead of decimals. Imagine you're at a party, and you want to divide a cake or a pizza into even parts. If there is a group of six people, how much of the total would everybody get? It's either around
The bar depicted above is presented above the repeating element of the numerical string. This is known as the repetend. You may wish to convert a fraction to a decimal to make adding and subtracting quantities more straightforward. However, it is common to encounter a repeating decimal in practical math when you convert fractions to percentages or decimals, and this reduces the accuracy of the calculation. This decimal to fraction calculator gives you the opportunity to represent repeating decimals by entering a figure into the 'Number of trailing decimal places to repeat' box. Simply enter the number of digits from the end of the decimal to repeat. For other non-repeating decimals, keep the default setting at 0.As an example, if you want to convert a repeating decimal such as 1.234... then you should enter 1.234 into the Decimal box and 3 into the Number of trailing decimal places to repeat box (signifying that the last 3 digits of the number should repeat). (Source: www.thecalculatorsite.com)