Free Interactive Middle School Math Tool

Mean, Median, Mode & Range Practice

Learn how to analyze data sets step by step. Find the mean, median, mode, and range while sorting values, counting frequencies, locating the center, and understanding what each statistic tells you.

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Need Help With Mean, Median, Mode, or Range?

Review how to find the average, locate the middle value, identify the most frequent value, calculate the range, and decide which statistic to use.

Read the Mean, Median, Mode & Range Guide

Data Analysis Practice

Understand the data, not just the formula

Work through each statistic one step at a time. Sort the data when needed, identify important values, and see how the final answer is built.

Practice Mode Add the values, count them, then divide to find the mean.
Problem 1 of 10 10%

Current Problem

Find the mean of the data set.

Mean Beginner
Data Set
4 8 6 2 5

Find the mean of the data set.

1 Find Sum
2 Count Values
3 Find Mean

Step 1

Find the sum of the values

Add every value in the data set.

Current Data Set
4, 8, 6, 2, 5
Data Lab Work with the values below.
5 values
Original Data
4 8 6 2 5
Your Work What is the sum of the values?
Start by adding all of the values.
Problems Solved 0
Correct Steps 0
Incorrect Attempts 0
Current Streak 0

Mean

The mean is the arithmetic average. Add all the values and divide by the number of values.

Median

The median is the middle of an ordered data set. Two middle values must be averaged.

Mode

The mode is the value that occurs most often. Some data sets have no mode or multiple modes.

Range

The range measures spread from the smallest value to the largest: maximum minus minimum.

Complete Example

Analyze the data set: 2, 4, 4, 6, 9

One data set can be described in several different ways.

2 4 4 6 9
Mean 5

(2 + 4 + 4 + 6 + 9) ÷ 5 = 5

Median 4

The middle value is 4.

Mode 4

4 occurs more often than any other value.

Range 7

9 − 2 = 7

These four statistics describe different features of the same data set. Mean and median describe center, mode describes frequency, and range describes spread.

Practice Mean, Median, Mode, and Range Step by Step

Mean, median, mode, and range are foundational statistics used to summarize numerical data. Although they are often taught together, each one answers a different question about a data set.

This interactive practice tool teaches the process behind each statistic instead of functioning as a calculator. Students work through the data, organize values when needed, and build each answer one step at a time.

How to Find the Mean

To find the mean, add every value in the data set, count how many values there are, and divide the total by that count. The mean is also useful to think of as an equal-share or balance value.

How to Find the Median

The median is the middle value after the data has been arranged from least to greatest. If the data set has an even number of values, the two middle values must be averaged.

How to Find the Mode

The mode is the value that occurs most frequently. A data set may have one mode, more than one mode, or no mode at all when no value occurs more frequently than the others.

How to Find the Range

Range measures the distance between the smallest and largest values. Find the minimum and maximum, then subtract the minimum from the maximum.

Analyze an Entire Data Set

The Analyze Data Set mode combines all four skills. Students organize one data set and determine its mean, median, mode, and range together, reinforcing how the statistics describe different characteristics of the same collection of values.

Three Difficulty Levels

Beginner problems use smaller whole-number data sets and straightforward answers. Intermediate practice introduces even-sized data sets, no-mode cases, and more varied values. Advanced practice can include negative numbers, decimal or fractional means, multiple modes, and larger data sets.