## Summary

The Excel SKEW function returns the skewness of a distribution, which is a measure of symmetry. A positive result indicates a distribution that tails off to the right. A negative result indicates a distribution that tails off to the left.

## Purpose

Get skewness of a distribution

## Return value

A positive or negative value

## Arguments

• number1 - A range or reference that contains numeric values.
• number2 - [optional] A range or reference that contains numeric values.

## Syntax

=SKEW(number1, [number2], ...)

## How to use

The SKEW function returns the "skewness" of a distribution. SKEW measures the symmetry of a distribution. A positive skew result indicates a distribution that tails off to the right. A negative skew result indicates a distribution that tails off to the left. In a perfectly symmetrical distribution, the skew is zero.

### Example

In the example shown, there are 11 numeric values in two groups, A and B. The count of values in each group are the inverse of each other. There are four 1's in group A, four 5's in group B, etc. The formula in cell F12 returns a positive skew:

``````=SKEW(B5:B15) // returns 0.8924

``````

The formula in J12 returns a negative skew:

``````=SKEW(C5:C15) // returns -0.8924
``````

Excel also contains the SKEW.P function, which measures population skewness. The difference in calculation is related to an adjustment (n-1) made when data represents a sample versus the entire population. More details here. Author ### Dave Bruns

Hi - I'm Dave Bruns, and I run Exceljet with my wife, Lisa. Our goal is to help you work faster in Excel. We create short videos, and clear examples of formulas, functions, pivot tables, conditional formatting, and charts.