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40 Percent As a Fraction in Simplest Form
This is a fraction in simplest form: 1/2 of apple. This fraction is also written as "50⁄ 100".
In a simple word, the percentage actually means “out of a hundred”. The word is derived from Latin word – ‘per centum’, which means thoroughly a hundred. It is number that is being used to express a fraction of 100. It is denoted by a sign \(\small \left ( \% \right )\) called percentage. In this sense, \( \small 64 \% \) can be written in a fraction as \( \small \frac{64}{100} \). Another example, in a school \( \small 80 \% \) of students are female, which means out of 100 students 80 are female.The numerator represents a number of parts of a whole thing, while the denominator indicates how many parts make up a whole thing, which can’t be a zero. For instance, an apple is equally sliced into four pieces and you are using only three pieces, then as a fraction it can be written as \( \small \frac{3}{4} \), here, the numerator: 3 represents parts of the apple and the denominator: 4 indicates there are four equal parts of the apple.
Percent refers to the fractions of a whole and can be remembered easily than the fraction. It is how much of a whole thing contains. For example, \( \small 50 \% \) can be written as \( \small \frac{1}{2} \), and \( \small 25 \% \) means \( \small \frac{1}{4} \). In the same way you can convert vice versa: fraction to percent conversion. Fraction is a number of part of a whole thing. It represents how many parts of a certain size is divided into a whole thing. A fraction consists of a numerator and a denominator: \( \small \frac{1}{2} \), where the number which is written above the line is called numerator, and the number below the line is called denominator. (Source: byjus.com)
You often need to find out what percent of something in your daily life. To understand how to convert percent to fraction, consider an example. If a school has 865 students out of which 389 are female, then what percent of students are female. To solve this you need to divide both the numbers. It is 389 out of 865 or \( \small \frac{389}{865} = 0.44971 \). To simplify this you need to convert it into percent, which is \( \small 44.9711 \% \). Now, let’s discuss how to convert percent and fraction in detail. Percent refers to the fractions of a whole and can be remembered easily than the fraction. It is how much of a whole thing contains. For example, \( \small 50 \% \) can be written as \( \small \frac{1}{2} \), and \( \small 25 \% \) means \( \small \frac{1}{4} \). In the same way you can convert vice versa: fraction to percent conversion.
To calculate the percentage of a specific number, you first convert the percentage number to a decimal. This process is the reverse of what you did earlier. You divide your percentage by 100. So, 40 percent would be 40 divided by 100. Percent to fraction conversion is very simple using the formula provided in this page. As we already know, percent means “out of a hundred”. We need to first convert a percent into a decimal and then convert the decimal to fraction. (Source: byjus.com)