Description
The Excel STDEVP function calculates the standard deviation of a supplied set of values.
The format of the function is :
STDEVP( number1, [number2], ... )
where the arguments, number1, [number2], etc, are one or more numerical values or references to cells containing numbers.
If you are using Excel 2007 or Excel 2010, you can enter up to 255 number arguments to the function. However, in Excel 2003, the function can only accept up to 30 number arguments.
Note that the Stdevp function is used when calculating the standard deviation for an entire population. If you are calculating the standard deviation of an sample population, you need to use the Stdev function.
Note also, that the Stdevp function ignores text values and logical values if these are supplied as part of an array. If you want a function that includes text and logical values in the calculation, consider using the Stdevpa function.
Stdevp Function Example
A company keeps a record of its monthly sales figures, over the last three years. These are stored in cells B3 - B14, D3 - D14 and F3 - F14 of the spreadsheet on the right.
The standard deviation of the three years' sales figures is calculated in cell H3 of the spreadsheet. The formula for this, as shown in the formula bar, is :
=STDEVP( B3:B14, D3:D14, F3:F14 )
As shown in cell H3, the standard deviation for the 3 years of sales figures is 2,484.05
Other Argument Types
In the example above, the arguments to the Stdevp function are input as 3 cell ranges. However, you can also input figures directly, as individual numbers or number arrays.
For example, if, during January and February 2010 the sales figures are 13,000 and 14,500, you could add these directly into the above function as follows:
Either as individual numbers:
=STDEVP( B3:B14, D3:D14, F3:F14, 13000, 14500 )
Or, as an array of numbers:
=STDEVP( B3:B14, D3:D14, F3:F14, {13000, 14500} )
This gives the updated standard deviation value of 2,435.35
Stdevp Function Errors
If you get an error from the Excel Stdevp function this is likely to be one of the following:
Common Errors
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