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Cohen’s d for independent samples

Cohen’s d for independent samples: Cohen’s d = difference of means divided by pooled sample SD; pooled variance weights each sample variance by n−1.

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How it works

Cohen’s d = difference of means divided by pooled sample SD; pooled variance weights each sample variance by n−1.

Input definitions

First mean
Enter the value in the labeled unit.
First sample standard deviation
Enter the value in the labeled unit.
First sample size
Enter the value in the labeled unit.
Second mean
Enter the value in the labeled unit.
Second sample standard deviation
Enter the value in the labeled unit.
Second sample size
Enter the value in the labeled unit.

A worked example

First mean
12
First sample standard deviation
2
First sample size
20
Second mean
10
Second sample standard deviation
2
Second sample size
20
1

Assumptions & limits

Uses the units and scope stated in the input labels. Results are rounded for display; verify the model is appropriate for your situation.

Sources & review

Maintained by AnsRio. Methods and examples use automated checks; this does not imply independent professional certification.

Method updated 2026-10-18. Content checked against the stated method and examples. Our verification approach.

Common questions

Does this calculate a significance test?

No. This is an effect-size estimate under pooled-SD assumptions. It does not supply a p-value, confidence interval or small-sample Hedges correction.

How does Cohen’s d for independent samples work?

Cohen’s d = difference of means divided by pooled sample SD; pooled variance weights each sample variance by n−1.

What should I check before using Cohen’s d for independent samples?

Uses the units and scope stated in the input labels. Results are rounded for display; verify the model is appropriate for your situation.

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