PERCENTRANK

Definition of PERCENTRANK

Returns the percentage rank (percentile) of a specified value in a dataset.

Sample Usage

PERCENTRANK(A2:A100,A2)

PERCENTRANK(A2:A100,1,7)

Syntax

PERCENTRANK(data, value, [significant_digits])

• data - The array or range containing the dataset to consider.
• value - The value whose percentage rank will be determined.
• significant_digits - [ OPTIONAL - 3 by default ] - The number of significant figures to use in the calculation.

Notes

• If data does not contain value in any cell or element, PERCENTRANK will return the #N/A error.
• If a number less than or equal to 0 is used for significant_digits then this value will be ignored and the default number of significant digits will be used instead.

See Also

PERCENTRANK.INC: Returns the percentage rank (percentile) from 0 to 1 inclusive of a specified value in a dataset.

PERCENTRANK.EXC: Returns the percentage rank (percentile) from 0 to 1 exclusive of a specified value in a dataset.

SMALL: Returns the nth smallest element from a data set, where n is user-defined.

RANK: Returns the rank of a specified value in a dataset.

QUARTILE: Returns a value nearest to a specified quartile of a dataset.

PERCENTILE: Returns the value at a given percentile of a dataset.

MINA: Returns the minimum numeric value in a dataset.

MIN: Returns the minimum value in a numeric dataset.

MEDIAN: Returns the median value in a numeric dataset.

MAXA: Returns the maximum numeric value in a dataset.

MAX: Returns the maximum value in a numeric dataset.

LARGE: Returns the nth largest element from a data set, where n is user-defined.

AVERAGEA: Returns the numerical average value in a dataset.

AVERAGE: Returns the numerical average value in a dataset, ignoring text.

In order to use the PERCENTRANK formula, start with your edited Excellentable

Then type in the PERCENTRANK Formula in area you would like to display the outcome:

Type in the complete PERCENTRANK formula for a cell as shown below:

Excellentable will generate the outcome when hitting enter. 

	A	B	C	D
1	State	Probability	Mean	Values
2	Alabama	13	4	0.13
3	Alaska	12	3	0.1
4	Arizona	11	5	0.25
5	Arkansas	8	10	-1.5
6	California	4	2	0.65
7	Colorado	3	9	0.35
8	Connecticut	2	1	0.25
9	Delaware	4	7	0.01
10	Florida	1	8	0.7
11	Georgia	1	40	1.5
12	Hawaii	1	10	0.25
13
14		0.3