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Midrange Calculator

Calculate Midrange with Step-by-Step Derivation

Enter numbers separated by commas

Midrange Formula

Midrange = (Max + Min) / 2
Range = Max - Min
Midrange is the midpoint of the range

Midrange is the simplest measure of central tendency. It is the average of the smallest and largest values.

Midrange is sensitive to outliers. A single extreme value can significantly affect the result.

What is Midrange?

Midrange is a simple measure of central tendency calculated as the average of the minimum and maximum values in a dataset.

Minimum Value

The smallest value in the dataset.

Maximum Value

The largest value in the dataset.

Midpoint

The average of min and max values.

Range

Difference between max and min values.

💡 Example: Data: 2, 4, 6, 8, 10. Min = 2, Max = 10, Midrange = (2 + 10) / 2 = 6.

Applications

Quick Estimates Data Exploration Basic Statistics Teaching Data Analysis

Frequently Asked Questions

What is midrange?
Midrange is the average of the maximum and minimum values in a dataset. Formula: Midrange = (Max + Min) / 2. It is a simple measure of central tendency.
When should I use midrange?
Use midrange when you need a quick estimate of central tendency. It is sensitive to outliers but easy to calculate. Best for symmetric distributions without extreme values.
How is midrange different from median?
Median is the middle value when sorted (resistant to outliers). Midrange is (Max+Min)/2 (sensitive to outliers). Midrange only considers extreme values, median considers all values.
What are the limitations of midrange?
Midrange is highly sensitive to outliers and only uses two values (max and min). It ignores the distribution of data between them, making it less reliable than mean or median.

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