The relative frequency calculator is a user-friendly tool used in statistics that determines the frequency or probability of a specific event or outcome occurring within a larger data set.

## Relative Frequency In Statistics:

In Statistics,

**“A relative frequency is a type of frequency that is defined as how many times a specific kind of data or event occurs within the total number of observations”.**

In simple words, relative frequency is how often something happens divided by all outcomes. It is always in a percentile __form__.

## Relative Frequency Expressions:

The relative frequency formula is:

**RF = f / n**

Where,

**RF**= Relative Frequency**n**= Total number of frequencies**f**= How many times the data occurred in a single observation

## Calculations and Examples:

If you have any confusion about how to calculate relative frequency, we have an example through which you can learn how to calculate manually.

### Example:

Let’s assume your team played 10 football matches and won 7 of them now calculate its relative frequency.

The frequency of winning = 7

The Total Frequencies = 10

The relative frequency = 7/10

The relative frequency = 0.70

Now multiply it by 100 to convert it into percentile form.

The relative frequency = 0.70 x 100

The relative frequency = 70%

## Steps to Use Relative Frequency Calculator:

By using this calculator, you can get quick and accurate results by simply entering a couple of inputs such as:

**What to do:**

- Enter the data set values for relative frequency, separated with commas (,)
- Select the Individuals or Group frequencies accordingly
- Press the Calculate button

**What you get: **

- Relative frequencies in a table form
- Other statistical characteristics
- Graph of given data set

## FAQs:

### What is relative vs. normal frequency?

In frequency analysis, a value or category is counted as many times as it appears in a dataset, whereas finding relative frequency is the percentage or proportion of that value or category in the dataset.

### Why is it important to use relative frequency?

According to the Relative Frequency, a score occurs a certain proportion of the time. Because it is based on likelihood, it is more straightforward to interpret than a straightforward frequency calculation.

## References:

**Statisticsbyjim.com:** Relative Frequencies and Their Distributions, Frequencies vs. Relative Frequencies, How to Find a Relative Frequency and Cumulative Relative Frequency Distributions