
π This article includes 1 downloadable practice file β
In this article
KURT measures whether data has more extreme values than a normal distribution (positive) or fewer (negative).
Syntax
=KURT(number1, [number2], ...)
| Argument | What it means |
|---|---|
number1β¦ |
At least four values. |
Examples
Example 1
=KURT(C2:C253)
High kurtosis in daily returns warns of more big shocks than a bell curve predicts.
KURT in practice
Where you will use it
- Are returns fat-tailed (more extremes)?
- Quality data with outliers
- Risk analysis
Worked example
| Case | Formula | Result |
|---|---|---|
| 1 | =ROUND(KURT(INDEX($H$1:$O$3,A2,0)),3) | -0.448 |
| 2 | =ROUND(KURT(INDEX($H$1:$O$3,A3,0)),3) | 4.391 |
| 3 | =ROUND(KURT(INDEX($H$1:$O$3,A4,0)),3) | -1.2 |
Results calculated in Excel.
Mistakes people make
| Mistake | What to do instead |
|---|---|
| Reading it | Above 0 = more extremes than normal |
| Small samples | Needs at least 4 values |
Related functions
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π Practice files for this article
- πPractice workbook: Statistics advanced33 tasks on realistic sales data β type your formula, the Check column turns green when it is right. Answers sheet included.β¬ XLSX Β· 36 KB
Free to use for learning. Files with macros (.bas) are plain text β import them with Alt+F11 β File β Import File, and always test on a copy.
Atul (AJ) builds office-automation and local-first AI tools as Atulya AI, and works with Excel, SAP and Oracle EPM every day. He writes about the shortcuts, macros and automations that actually save time β plus the occasional wacky fact. Videos on YouTube: Lazy Automator AI (@LazyAutomatorAI).
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