Manuals/calci/RANKANDPERCENTILE

RANKANDPERCENTILE(ar,gr,lv)

• $ar$ is the array value to find rank and percentile.
• $gr$ is the grouped by value.
• $lv$ is the logical value.

Description

• This function gives the rank and percentile value of a given set of numbers.
• Ranking is giving the order from highest to lowest of the given set.
• Percentile allowing to easily categorise the given data into percentiles .
• This function is used to analyze the relative standing of values in a data set.
• In $RANKANDPERCENTILE(ar,gr,lv)$, $ar$ is the array of the numeric values to find rank and percentile.
• $gr$ is the grouped by value. $gr$ value is either columns or rows.
• $lv$ is the logical value either TRUE or FALSE. TRUE is indicating the result will display in new worksheet.
• Suppose we are omitted the $lv$ value it will consider the value as FALSE.
• This function is giving the result in four columns.

 1. First  column showing the indices(position in the given set) of the ordered data from largest to smallest number.
 2. The second column showing the  data values according to the indices in the first column.
 3. The third column showing the rank value of the data value in the second column.
 4. The fourth column indicates the  the percentile of the data value in the second column.

Examples

Spreadsheet

	A	B	C	D	E	F
1	5	11	6	9	15	7

=RANKANDPERCENTILE(A1:F1,"rows",true)

RANK AND PERCENTILE

Point	Row	Rank	Percent
5	15	1	100
2	11	2	80
4	9	3	60
6	7	4	40
3	6	5	20
1	5	6	0

1. RANKANDPERCENTILE([5;12;34;76;71;98;18],"columns",true)

RANK AND PERCENTILE

POINT	COLUMN1	RANK	PERCENT
6	98	1	100
4	76	2	83.3
5	71	3	66.7
3	34	4	50
7	18	5	33.300000000000004
2	12	6	16.7
1	5	7	0

Related Videos

RANK AND PERCENTILE

See Also

• RANK
• PERCENTILE
• PEARSON

References

Percentile Rank

List of Main Z Functions

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