PocketCalc

Mean, Median and Mode Calculator

Free mean, median and mode calculator — paste any list of numbers and get all three at once, plus a quick read on whether the data are skewed.

Mean 2.6 · median 2 · mode 2

Paste any list of numbers, separated by commas, spaces or semicolons. The calculator returns all three central-tendency measures at once.

What each measure tells you

  • Mean — the arithmetic average. Sensitive to extreme values: one oddball can pull it far from where most of the data sit.
  • Median — the middle value after sorting. Robust to outliers: a single huge number doesn’t move it.
  • Mode — the most frequent value. Tells you what’s typical in a rough, categorical sense. There can be zero, one or several modes.

Quick sketch of what they show together

PatternWhat it tells you
Mean ≈ median ≈ modeRoughly symmetric data
Mean > medianRight-skewed (a long tail of large values)
Mean < medianLeft-skewed (a long tail of small values)
No modeEvery value unique — small sample or continuous data
Multiple modesEither real bimodality, or just coincidence with small n

Decimal separator

Use the dot for decimals (1.5), since commas separate items in the list. Whitespace and semicolons also work as separators.

Worked examples

  • 1, 2, 2, 3, 5

    Mean 2.6 · median 2 · mode 2

  • 1, 2, 3, 4 (no repeats → no mode)

    Mean 2.5 · median 2.5 · no mode

  • 1, 1, 2, 2 (two modes)

    Mean 1.5 · median 1.5 · modes 1, 2

Frequently asked questions

What's the difference between mean, median and mode?

Mean is the arithmetic average (sum ÷ count). Median is the middle value after sorting (or the average of the two middles for even counts). Mode is the most frequent value — there can be one, several, or none.

When should I use median instead of mean?

Whenever a few extreme values would distort the picture — incomes, house prices, response times. The median ignores how far the outliers are, just where they sit in the ranking; the mean does not.

Can a dataset have no mode?

Yes — if every value occurs exactly once, no value is more frequent than any other, so there's no mode. We report "no mode" in that case.

Can a dataset have more than one mode?

Yes — if two or more values tie for highest frequency, they're all modes. We list them all, sorted ascending.

Are decimals okay?

Yes — use the dot as the decimal point (e.g. 1.5) so that commas can keep separating items. Whitespace and semicolons also work as separators.