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Which Statistical Test Should I Use?

Answer a few questions about your goal, outcome and study design, and get the right statistical test with its non-parametric alternative.

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1. What do you want to do?
2. What type is your outcome?
3. How many groups or measurements?
4. Are the groups independent or paired?
Recommended testIndependent-samples t-test (Welch's t-test if variances differ)

Compares means between two independent groups.

Alternative: Mann-Whitney U test

Use our t-test calculator →

Always check your test's assumptions and your field's reporting guidelines. Unsure? Our statisticians can plan the analysis with you.

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How to Use the Which Statistical Test Should I Use?

  1. 1

    Pick your goal

    Compare groups, test a relationship or predict an outcome.

  2. 2

    Describe your outcome

    Continuous, ordinal, binary, categorical or time to event.

  3. 3

    Describe your design

    Number of groups and whether they are independent or paired.

How to choose a statistical test

The right test depends on three things: what you want to find out, the type of outcome variable and the study design. Continuous, roughly normal data suit parametric tests such as the t-test and ANOVA; skewed or ordinal data suit rank-based tests such as Mann-Whitney and Kruskal-Wallis.

Paired designs, where the same people are measured twice, need paired tests. Categorical outcomes use chi-square or exact tests, and time-to-event outcomes need survival methods.

How it is calculated

Sources

Which Statistical Test Should I Use?: FAQ

What if my data are not normally distributed?

Use the non-parametric alternative shown, or consider a transformation. With large samples, t-tests are fairly robust to non-normality.

Which test compares three or more groups?

One-way ANOVA for roughly normal data, or the Kruskal-Wallis test otherwise, followed by post-hoc comparisons.

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