Step 3: Convert the decimal to a whole number: Count how many places are to the right of the decimal. Put a 1 in the denominator (bottom) of the fraction. Step 2: Use that number as the numerator (top) of a fraction. You will find that you are able to get to the correct answer more effectively. Step 1: Divide the percentage by 100 to get a decimal number. You can lower a fraction before converting it to a decimal, but you dont have to because the result will be the same. Step 2 To convert a decimal number to a percentage, multiply it by 100. This is way faster than adding the two fractions.īottom line, be conversant with the process of converting from percents to fractions and vice versa. To convert a fraction, such as 1/5, to a decimal, you must do the following math: dividing 1 by 5 1 ÷ 5 0.20. So, when they work together, they will complete 30% of the work. In the decimal form, the fraction can be written as 0.02. 2 100 The given fraction is 2 100 On reducing the fraction, we get the exact form 2 100 1 50 The exact form of the fraction is 1 50. In percent terms, that is 10%.ī completes 1/5th of the task in a day. Calculate Steps to Convert 2 to Fraction Given Input Value 2 Place the Percentage Value at the top over 100. B completes 1/5th of the work in a day and then add the two fractions.Īlternatively, if you could convert these two fractions to their equivalent percent your understanding of the question is way better.Ī completes 1/10 of the task in a day. The fraction approach to finding how much work does A and B do in a day will be as follows:Ī completes 1/10th of the work in a day. In quite a few questions, your ability to relate a fraction in its equivalent percent terms will help you comprehend what is stated a lot better.įor instance, if the question says A completes a task in 10 days and B completes the same task in 5 days. The reverse is equally useful – fraction to percent conversion Trying to crack the same question keeping it in percent terms could lead to unsavory calculations. The balance that the family saves = 1 – 2/3 = 1/3rd of the income. Simplest Form Calculator - Simplify a fraction to it's most reduced form. Key Takeaways: Fraction, decimal percent, numerator, denominator. 58 is like saying 58/100, or simplified, 29/50. Conversion of Percentages into Fractions or Decimals. So, the family spends 2/3rds of its income. To convert percentage to fractions: Percent means, 'per hundred', so say 5 is the same as 5/100. If its savings is USD 3000, how much did the family spend?Ħ6.66% can be written as 2/3rd. Let us say you have a question that states that a family spends 66.66% of its income and saves the rest. Online Fraction Calculator (plus mixed Fractions). You print and then consult the above table if for some reason our fraction to percentage converter is not available to you.A set of useful percent to fraction coversions that will save a lot of time when attempting problem solving questions in the GMAT Quant section. You can also convert them into decimals or percentages with our fraction converter. Fraction to percent conversion table fraction to percent conversion table Fraction While this is straightforward with simple fractions, it can get more difficult with more complex ones, hence a fraction to percent converter will become very handy. Solution:Īs can be seen, the conversion between fractions and percentages is as easy as performing the division of the numerator by the denominator, then multiplying the result by one hundred. Thus, the conversion is just from a fraction with one denominator to a fraction with a denominator of 100. It still means the same: "per one hundred", so 50% is just 50 out of 100. Previously it was even in the name, which was initially "per centum", then became "per cent" and finally the modern "percent" became widely used. The mathematical operation for this conversion is trivial, since percentages are nothing else but fractions with a denominator of 100. To convert decimal percent to fraction, follow the steps given below. Having a fraction to percent converter can be useful in such scenarios. Conversion from fractions to percentages is often required to easily compare ratios or rates, or to more readily communicate those numbers. We encounter percentages and fractional numbers in many areas of science, engineering, business and financial calculations, statistical data, as well as everyday life.
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