# Range Calculator

If you want to determine the data set's range, you can use this simple range calculator.

In statistics, the **range **is defined as the **difference or variation between the maximum and minimum values**. For instance, if a set of value I contain values equal to {1, 44, 8, 3, 7} the range will use to estimate the difference between the highest and lowest values located in the data set. In mathematical form, The range is the outcome of the subtraction of the minimum and maximum values of a data set.

**Table of Contents**

## Formula of Range Calculator

To find the possible range of a given set instantly, you can use our calculator, or to find it manually, you can use the formula listed below:

Range = Maximum value [I] - Minimum value [I]

**Where,**

I = data set

**Note:**

To calculate risk, you can use our Risk Calculator.

### Example

To know how to find the range of a given set, let us have an example below:

Suppose a data set; I have values equal to {72, 52, 132, 93, 120, 29}, then find out the range from the above data set.

**Given data**

Data set = I = {72, 52, 132, 93, 120, 29}

Maximum value from data set = 132

Minimum value from data set = 29

**To Find**

Range = ?

**Solution**

To find the range, you can use the formula listed below:

Range = Maximum value [I] - Minimum value [I]

Putting values in the formula:

Range = 132 - 29 = 103

### How to use the Range Calculator?

The steps to use the range calculator are as follows:

**Step 1: **Enter the maximum value [I] in the first required input.

**Step 2: **Enter the minimum value [I] in the second required input.

**Step 3: **The calculator will automatically display an answer on the screen.

### Calculator use

To find the range of a data set, you can use our free and online range calculator. It can be helpful while finding the studentized range or representing a specific dispersion data set, also called midspread.