Odd and even data sets
For an odd count, the single central value is used. For an even count, the two central values are averaged and shown explicitly.
Find the true middle of any number set, see the sorted values that determine it, and understand the surrounding quartiles and spread.
Position 4 is the middle of 7 sorted values.
Highlighted values determine the median.
Quartiles use the median-of-halves method: when the data count is odd, the overall median is excluded from both halves.
Sorting and highlighting make the result immediately checkable, while the quartile summary adds useful context about spread.
Paste values separated by commas, spaces, semicolons, tabs, or new lines.
The calculator orders every valid value from smallest to largest and highlights the middle position or positions.
Review the median alongside Q1, Q3, interquartile range, full range, and a clear odd-or-even explanation.
For an odd count, the single central value is used. For an even count, the two central values are averaged and shown explicitly.
Every number appears in numerical order with the median-defining position highlighted, making the result easy to verify.
Q1, Q3, IQR, minimum, maximum, and full range give a compact view of the data's center and spread.
Sort the values from smallest to largest. If the count is odd, use the middle value. If it is even, average the two middle values.
No. The median is the middle of ordered data, while the arithmetic average is the sum divided by the count. The median is often less affected by extreme values.
This calculator uses the median-of-halves method. When the value count is odd, the overall median is excluded before finding Q1 and Q3.
Yes. Duplicates, negative numbers, decimals, and scientific notation are all accepted and sorted numerically.
The IQR is Q3 minus Q1. It describes the spread of the middle half of the data.
No. The calculation runs locally in your browser and the entered values are not stored.
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