![]() However, when you get used to the decimal values that are in the table, calculations will become a lot easier. Another use of this table is that in the process of division by any number such as 2, 3, 4, 5, 6, 7, and so on, candidates normally face difficulty in calculating the decimal values of these divisions. You can easily convert this values into decimals by shifting two places to the left. You will notice that the values given in the table are only percentage values. ![]() You can remember this table to solve any fractions related questions. The below table shows the value of percentage when you convert it from the fraction. So multiply 4 in the numerator as well as the denominator. When you multiply 25 by 4 it becomes 100. In this question also you need to make the base as 100 first and then you can convert the given digits into a percentage. So, 80% is your required answer.Ĭonvert 12/25 into a percentage. So multiply 20 in the denominator as well as the numerator. So you need to find the number with which when we multiply 5 it will become 100. Percent to Decimal or Fraction Conversion.Because of using decimals first you had the idea beforehand about the number of zeroes in the denominator. Remember that here you were asked to find the fraction of a decimal number. So it’s decimal will be 0.006 which is equal to 6/1000 = 3/500. Suppose you need to find a fraction of 0.6%. So you have determined that you need to put two zeroes in the denominator. You will start with the placing the decimals. The reason for following this approach is that you will be able to know how many zeroes you need to put in the denominator.įor example, you need to find the fraction of 106%. The easier way to remember this is whenever a digit is given and it is followed by percentage than place the decimal at two places from the left. ![]() Now, 0.25 can also be written as 25/100 which is equal to 1/4. This will simplify the process.įor example, suppose the percentage given is 25%. So to convert the percent to fraction initially you need to change the percentage to a decimal and then from decimal, you can convert it into a fraction. We all know that percentage means ‘out of a hundred’. You will find that you are able to get to the correct answer more effectively.When you convert the given percentage into fraction it is called percent to fraction. 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. So, when they work together, they will complete 30% of the work. In percent terms, that is 10%.ī completes 1/5th of the task in a day. 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. So, the family spends 2/3rds of its income. 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. 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.
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