Dunnett’s Table

The following tables provide critical values for various values of alpha for the two-tailed Dunnett’s test.

See Dunnett’s Test (Unplanned Comparisons) for details.

Alpha = .01

Dunnett's table alpha .01

Alpha = .05

Dunnett's table alpha .05

Alpha = .10

Dunnett's table alpha .10

Download Table

Click here to download the Excel workbook with the above table.

References

Dunnett, C.W. (1964) New tables for multiple comparisons with a control, Biometrics Vol. 20, No. 3. 482-491
https://www.semanticscholar.org/paper/New-tables-for-multiple-comparisons-with-a-control.-Dunnett/888b68b0713879ced708ad45dc7cfdbe11108b3b

Kanji, G. K. (2006) 100 Statistical tests. 3rd Ed. SAGE
https://methods.sagepub.com/book/100-statistical-tests

Miwa, T. (2015) Dunnett’s tests for comparisons with a control (two-sided: 1%, 5%, 10%)
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13 thoughts on “Dunnett’s Table”

  1. Hi Charles:

    Is there a way to get exact p-values for the Dunnett’s (and other unplanned comparisons for non-parametric tests)? I tried changing the alpha level but if I go below 0.01, I get error messages in the t-test table.

    Thanks very much,

    Keith

    Reply
    • Keith,
      Currently, I don’t have an algorithm for computing the p-value of the Dunnett’s distribution. I also only have critical values for alpha = .01 to .10.
      Real Statistics does provide a much broader range of values for Tukey’s HSD based on the Studentized q range distribution.
      Charles

      Reply
    • You access the Dunnet’s follow-up to ANOVA, by first choosing ANOVA from the menu. Then choose One factor ANOVA from the dialog box that appears. Dunnett’s test is then one of the options on the following dialog box.
      Charles

      Reply

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