- SpreadJS Overview
- Getting Started
- JavaScript Frameworks
- Best Practices
- Features
- SpreadJS Designer
- SpreadJS Designer Component
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-
Formula Reference
- Formula Overview
-
Formula Functions
- Barcode Functions
-
Compatibility Functions
- BETADIST
- BETAINV
- BINOMDIST
- CHIDIST
- CHIINV
- CHITEST
- CONFIDENCE
- COVAR
- CRITBINOM
- EXPONDIST
- FDIST
- FLOOR
- FTEST
- GAMMADIST
- GAMMAINV
- HYPGEOMDIST
- LOGINV
- LOGNORMDIST
- MODE
- NEGBINOMDIST
- NORM.INV
- NORMDIST
- NORMSDIST
- NORMSINV
- PERCENTILE
- PERCENTRANK
- POISSON
-
QUARTILE
- RANK
- STDEV
- STDEVP
- TDIST
- TINV
- TTEST
- VAR
- VARP
- WEIBULL
- ZTEST
- Database Functions
- Date and Time Functions
- Engineering Functions
- Financial Functions
- Information Functions
- Logical Functions
- Lookup and Reference Functions
- Math and Trigonometric Functions
- Statistical Functions
- Sparkline Functions
- Text Functions
- Web Functions
- Other Functions
- RegEx Functions
- Import and Export Reference
- Frequently Used Events
- API Documentation
- Release Notes
QUARTILE
This function returns which quartile (which quarter or 25 percent) of a data set a value is.
Syntax
QUARTILE( array, quart )
Arguments
This function has these arguments:
Argument | Description |
|---|---|
array | Array or cell range of numeric values for which you want the quartile value |
quart | Quartile value for the array (see the table below for returned values) |
Remarks
A quarter is 25 percent. So the quartile number is an integer between 0 (the minimum value in the data set) and 4 (the maximum value in the data set) and determines the value to return as listed in the table below.
If the number is... | Then this function returns the... |
|---|---|
0 | Minimum value |
1 | First quartile (25th percentile) |
2 | Median value (50th percentile) |
3 | Third quartile (75th percentile) |
4 | Maximum value |
Data Types
Accepts numeric data for all arguments. Returns numeric data.
Examples
QUARTILE(A1:A17,2)
QUARTILE(R1C1:R17C1,3)
QUARTILE({11,21,42,27,18,29,32,52},1) gives the result of 20.25