Median with transparent assumptions and a worked example.
Sort values numerically to find the center. An odd count has one middle value; an even count uses the average of the two middle values. Unlike the mean, a median is less influenced by extreme observations.
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Calculated with unrounded values. Display precision follows each result.
Check the working.
Read the formula and worked example below to understand your result.
Sort values numerically to find the center. An odd count has one middle value; an even count uses the average of the two middle values. Unlike the mean, a median is less influenced by extreme observations.
The formula
Odd count: center value
Even count: (two center values) / 2
A quick example
For 1, 3, 7, 9 the median is (3 + 7) / 2 = 5.
How to use this calculator
Enter the labeled values, using a decimal point for fractions.
Check the units and assumptions.
Calculate, review the result and copy it if needed.
A few common questions
How is this result calculated?+
Odd count: center value
Even count: (two center values) / 2
What assumptions should I check?+
Sort values numerically to find the center. An odd count has one middle value; an even count uses the average of the two middle values. Unlike the mean, a median is less influenced by extreme observations.