# Notable Differences Between Percentage and Percentile You didn’t Notice

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**Differences between Percentage and Percentile: Percentage and percentile are the two closely related ideas concepts, however, they are different. Percentage is more familiar of both concepts to most people.**

It is important to *get familiar* with the *differences between* Percentage and Percentile. In our day-by-day life, both *Mathematical* expressions are utilized in *different circumstances* to get answers for explicit issues. It is basic to become familiar with the percentile and rate recipe to take care of the issues.

The most profound *difference between* percentage and percentile originates from the idea of Relative Grading. The percentage would just be your imprints in *contrast with* the complete imprints communicated as far as 100. Percentile, notwithstanding, brings into thought the imprints scored by others too.

**Percentage**

A *percentage* is a *Mathematical quantity* that is written out of a total of 100. The symbol used to represent the percentage is “%”. This symbol is used to represent the denominator value is 100.

The percentage can be written as portions or decimals. For the examination procedure, a rate is the standard method to separate the amounts. It gives data about the proportion and ratios. Usually, percentages are used in such areas as calculating interest rates in the financial world, to calculating student’s grades at school or *college*

Percentages give information about *proportions* and *ratios*. It is often easier to use and understand differences when we use percentages rather than fractions with different denominators.

For example, the percentage of all people who are female is 50 (or very close at least), meaning that 50 out of 100 (percent) of people are female. The *percentage* of alcohol in a beer might be 4, meaning that 4 parts out of 100 are alcohol.

**Percentile**

A *percentile* is a percentage of values found below a specific value. *Percentiles* express all the observations of a given occurrence, below a certain percentage of that occurrence.

While percentages give you an indication of how well an individual person performed on a test, percentiles give you an indication of how well that person did compare to others.

For example, say the 75th percentile on a test is 160. That means that if you scored 160 then you scored better than 75% of the people that took that same test.

Some percentiles are also named quartiles as they are at the ¼ and ¾ positions on the curve. Percentiles are used in standardized tests to establish a ranking system of achievement.

It is what percentile the score falls in relative to other test scores that matter. It is based on dividing up a normal distribution of values into percentiles; the most important of these are the 25th, 50th and 75th percentile.

**Notable Distinctions Between Percentage and Percentile**

**1. **A percentage is a number out of 100, while percentile is a score at or below which a certain percentage of the distribution lies.

**2. **The symbol for percentage is the percent sign, % while percentile is indicated with xth, where x is a number.

**3. **Percentile is a value below which a certain percentage of values are found.

**4. **Percentiles are converted scores that refer to a percentage of test-takers.

**5. **Percentage does not have quartiles. However, the percentile has quartiles.

**6. **Percentages can also be written in the form of decimals while percentile cannot be written in the form of decimals.

**7. **A percentile is based on the rank of numbers while percentages aren’t.

**8. **Percentile is based on the comparison of one case with several cases while percentage, on the other hand, is based on one case.

**9. **Percentile relies on the normal distribution. Meanwhile, Percentage does not rely on the normal distribution.

**10. **Percentages can be written as a ratio, while percentiles cannot be written as a ratio.

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