FIXLGSTOOLBOX
Unit & Calculator

064 · UNIT & CALCULATOR

Statistics Calculator

Calculate mean, median, mode, sum, count, minimum, maximum, and range from a list of numbers.

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3 / 10,000

Separate with commas, spaces, or new lines · integers/decimals/negatives allowed · scientific notation excluded

RESULT · Basic statistics

3 values
Mean20
Median20
ModeNo mode
Count3
Sum60
Minimum10
Maximum30
Range20

Mean can be sensitive to outliers. Comparing it with the median can give a clearer view of the center of the data.

Sorted data · 3
102030

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RELATED TOOLS

Related tools

HOW TO USE

How to use

  1. 01

    Enter numbers separated by new lines, commas, or spaces.

  2. 02

    Review mean, median, and mode first.

  3. 03

    Compare count, sum, minimum, maximum, and range.

  4. 04

    If an entry is invalid, check the invalid-token list below the input.

  5. 05

    Expand sorted data or copy the summary when needed.

STATISTICS GUIDE

Mean, median, and mode summarize the same data differently

Comparing all three makes the effects of outliers and repeated values easier to spot.
MEAN

Mean

The arithmetic mean is sum divided by count. It uses every value, so extreme observations can shift it.

MEDIAN

Median

Sort the values and take the middle. With an even count, use the average of the two middle values.

MODE

Mode

The most frequent value. A set can have no repeated mode or several tied modes.

RANGE

Range

Maximum minus minimum. It describes only the endpoint difference, not the full shape of the distribution.

OUTLIER

Mean vs median

An outlier can move the mean sharply while the median may move less, which is why comparing both is useful.

SCOPE

Descriptive scope

The first TOOL064 release stays with central values and basic range statistics; variance, standard deviation, regression, and tests remain future advanced scope.

IMPORTANT NOTES

Important notes

FAQ

Frequently asked questions

01Why can mean and median differ?+

Mean uses every value and can be shifted by a large outlier, while median uses the middle of sorted data.

02What is the median of 1, 2, 3, 4?+

It is 2.5, the average of the two middle values 2 and 3.

03Can a data set have no mode?+

Yes. Ordinary multi-value data with no repeated value is reported as having no mode. Tied repeated values are all shown as multiple modes.

04What is range?+

Maximum minus minimum.

05Do you provide standard deviation?+

Not in the first basic release. This version stays focused on mean, median, mode, and basic range statistics.