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Average Calculator

Paste any list of numbers to get the mean, median, mode, range, sum and count instantly — commas, spaces or new lines all work.

Formula
mean = sum of values ÷ number of values

How to use it

  • Paste or type your numbers separated by commas, spaces or line breaks.
  • Every statistic updates live — nothing to press.
  • Non-numeric entries are ignored rather than breaking the result.

Examples

4, 8, 15, 16, 23, 42Mean 18, Median 15.5, Range 38

Paste any list of numbers and get every common average at once — mean, median and mode — plus range, sum and count, rather than having to pick one statistic and recalculate for the others.

Mean, median and mode — when each one matters

The mean (the sum divided by the count) is what most people mean by 'average', and it's the right choice when values are reasonably evenly spread. It's also the one most distorted by outliers: add one $10 million salary to a list of nine $50,000 salaries and the mean jumps to over $1 million, telling you almost nothing useful about a typical person on the list.

The median (the middle value once sorted) ignores that problem — it's the number where half the list is above and half below, and it barely moves when one extreme value changes. Household income, house prices and salary data are almost always reported as medians for exactly this reason.

The mode (the most frequent value) is the only one of the three that makes sense for non-numeric or categorical data — the most common shoe size sold, the most common exam grade — and it's the only average that can have more than one answer, or none at all if every value is unique.

Range, sum and count

Range (highest minus lowest) gives a quick sense of spread without the full standard-deviation calculation — useful for spotting whether a dataset is tightly clustered or has a wide scatter at a glance. Sum and count are shown because they're the two numbers the mean is built from, and are often what you actually need for a total rather than an average.

Questions people ask

What is the difference between mean and median?

The mean is the total divided by the count. The median is the middle value once sorted. The median is more useful when a few extreme values would drag the mean away from the typical case.

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Last updated 17 August 2026