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Spearman Rank Correlation Calculator

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Assess monotonic association using average ranks for tied observations.

Your inputs

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Your result

MATH

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Next steps

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On this page How it works & practical examples

How to use the Spearman Rank Correlation Calculator

Keep paired rows together. Each variable is ranked independently, with tied values assigned the average of their occupied ranks.

The calculation

Spearman rho = Pearson correlation of average-ranked x and y values

Worked example

Pairs (1,10),(2,20),(3,30) have rank correlation 1.

Assumptions and limits

Requires at least two pairs and variation in both ranked variables. It does not report a significance test, establish causation or detect every nonlinear relationship.

Common questions

Which inputs should I use?

Keep paired rows together. Each variable is ranked independently, with tied values assigned the average of their occupied ranks.

What does the result exclude?

Requires at least two pairs and variation in both ranked variables. It does not report a significance test, establish causation or detect every nonlinear relationship.

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