
Measure standard deviation for a sample. Use it when your data is only part of a larger group.
STDEV.S returns the standard deviation for a sample. Standard deviation measures how far values tend to sit from the average, so it gives you a quick sense of how tightly or loosely the sample is grouped.
The .S matters here. Use this version when your data is only a sample taken from a larger population. If your dataset already represents the full population, STDEV.P is the better fit.
STDEV.S is useful when the data is only a sample from a larger population. It gives the workbook a spread measure that reflects that sampling assumption, which is why it differs slightly from STDEV.P in statistical work.
Shows how much a sample tends to vary around its average.
Returns the sample standard deviation. Smaller values mean less spread, and larger values mean more spread.
=STDEV.S(number1, [number2], ...)
You can use a range, separate cells, typed values, or a mix of them.
| Function | What it measures | Use it when |
|---|---|---|
STDEV.S |
Sample standard deviation | You have a sample, not the full population |
STDEV.P |
Population standard deviation | You have the full population |
VAR.S |
Sample variance | You want the squared version of spread |
AVERAGE |
Center point | You want the mean, not the spread around it |
If the values are packed closely around the average, the result is small. If they are spread far apart, the result is larger. That makes standard deviation useful for reading consistency, volatility, and variation in a way that the average alone cannot show.
Microsoft notes that STDEV.S assumes the data is a sample of a population. It also notes that logical values and text representations of numbers typed directly into the argument list are counted, while text and logical values inside references are ignored. Blank cells in references are ignored too.
A practical way to read the result is to compare it against the scale of the data itself. A standard deviation of 1 can be tiny in one dataset and large in another, so the number makes the most sense when you interpret it in the context of the values you are analyzing.
This is the normal setup when you have a sample already stored in cells.
=STDEV.S(B1:B5) // Returns the sample standard deviation for the range.
Find the sample standard deviation of the first range.
Values that stay close together produce a smaller standard deviation.
=STDEV.S(10,11,10) // Returns a small standard deviation because the values are close.
Find the sample standard deviation of the tight typed set.
When two sample values are far apart, the spread becomes much larger.
=STDEV.S(10,90) // Returns a much larger standard deviation.
Find the sample standard deviation of the wide typed set.
This works well when you want to summarize how stable or unstable a sample looks.
=STDEV.S(B1:B10) // Returns the sample standard deviation for the range.
Find the sample standard deviation of the full sample range.
STDEV.S is the standard deviation version to use when your numbers are only a sample from a bigger group. This lesson showed that the result is a spread measure, so it tells you how tightly or loosely the sample values sit around their average.
The easiest way to read it is by comparison. A smaller result means the sample stays more tightly grouped, and a larger result means the values are more spread out. The key choice is sample versus population, so if the list is the whole group, STDEV.P is the better fit.
STDEV.P when you have the full population.Tell your friends about this post