Average Calculator
Paste or type a list of numbers to get the average. The mean, median, geometric mean, sum and extremes all update as you type.
How to use this calculator
- Type or paste your numbers into the box. Separate them with commas, spaces or new lines — all three work, and so does a mixture.
- Read the average at the top. The figures beside it are the same data described other ways: how many values, their total, the middle value, and the two extremes.
- Check the values-used line under the box if a figure looks wrong. It lists what the calculator actually read.
Nothing is uploaded. The calculation runs in the page, so a data set pasted here does not leave the browser.
How to calculate an average
The average, or arithmetic mean, is the total shared out equally between the values. Two steps: add, then divide.
- Sum — every value added together, e.g. 356
- How many — the count of values, e.g. 5
- Mean — the average, e.g. 71.2
Working the example through: 56 + 75 + 88 + 45 + 92 = 356, and356 ÷ 5 = 71.2. The mean does not have to be one of the values, and often is not.
Which average should you use?
"Average" is not one thing. Three of them are shown here, and they answer different questions.
| Average | How it is found | Best for |
|---|---|---|
| Mean | Add the values, divide by how many there are | Evenly spread data — test scores, daily temperatures |
| Median | Sort the values and take the middle one | Skewed data — salaries, house prices, response times |
| Geometric mean | Multiply the values, take the nth root | Rates of growth — interest, inflation, population |
A quick test: if one extreme value would change your decision, look at the median. Ten salaries of £30,000 and one of £500,000 have a mean of £72,700 and a median of £30,000 — and the median is the one that describes what most people earn.