The Excel PERCENTRANK function returns the rank of a value in a data set as a percentage of the data set. You can use PERCENTRANK to find the relative standing of a value within a data set. Percentile rank is commonly used as a way to interpret standing in standardized tests.
Get percentile rank, inclusive
Calculated rank as a decimal value
=PERCENTRANK (array, x, [significance])
array - Array of data values.
x - Value to rank.
significance - [optional] Number of significant digits in result. Defaults to 3.
Note: Microsoft classifies PERCENTRANK as a "compatibility function", now replaced by the PERCENTRANK.INC function.
Inclusive vs. Exclusive
Starting with Excel 2010, the PERCENTRANK function has been replaced by two functions: PERECENTRANK.INC and PERECENTRANK.INC. The INC version represents "inclusive" behavior, and the EXC version represents "exclusive" behavior. Both formulas use the same arguments.
Use the PERCENTRANK.EXC function to determine the percentage rank exclusive of the first and last values in the array.
Use the PERCENTRANK.INC or PERCENTRANK to find the percentage rank inclusive of the first and last values in the array.
If x does not exist in the array, PERCENTRANK interpolates to find the percentage rank.
When significance is omitted PERCENTRANK returns three significant digits (0.xxx)
The Excel SMALL function returns numeric values based on their position in a list ranked by value. In other words, it can retrive "nth smallest" values - 1st smallest value, 2nd smallest value, 3rd smallest value, etc.
The Excel LARGE function returns numeric values based on their position in a list when sorted by value. In other words, it can retrieve "nth largest" values - 1st largest value, 2nd largest value, 3rd largest value, etc.
The Excel RANK function returns the rank of a numeric value when compared to a list of other numeric values. RANK can rank values from largest to smallest (i.e. top sales) as well as smallest to largest (i.e. fastest time).
The Excel PERCENTILE function calculates the "kth percentile" for a set of data. A percentile is a value below which a given percentage of values in a data set fall. You can use PERCENTILE to determine the 90th percentile, the 80th percentile,...