Learn Updated 2026-03-07 UTC

t Table (Student’s t Distribution Critical Values) — GetCalcMaster

t distribution critical values table (two‑tailed α) across common degrees of freedom, plus a quick guide for one‑tailed vs two‑tailed tests.

A practical t table for common degrees of freedom (df) and two‑tailed significance levels α.

Educational reference. Conventions differ (one‑tailed vs two‑tailed); verify which one your class/paper expects.

t critical values (two-tailed α)

This table shows t* such that P(|T| ≤ t*) = 1 − α for the given degrees of freedom (df). For one-tailed tests, use αone = αtwo/2.

dfα=0.1α=0.05α=0.02α=0.01
16.31412.70631.82163.657
22.924.3036.9659.925
32.3533.1824.5415.841
42.1322.7763.7474.604
52.0152.5713.3654.032
61.9432.4473.1433.707
71.8952.3652.9983.499
81.862.3062.8963.355
91.8332.2622.8213.25
101.8122.2282.7643.169
111.7962.2012.7183.106
121.7822.1792.6813.055
131.7712.162.653.012
141.7612.1452.6242.977
151.7532.1312.6022.947
161.7462.122.5832.921
171.742.112.5672.898
181.7342.1012.5522.878
191.7292.0932.5392.861
201.7252.0862.5282.845
211.7212.082.5182.831
221.7172.0742.5082.819
231.7142.0692.52.807
241.7112.0642.4922.797
251.7082.062.4852.787
261.7062.0562.4792.779
271.7032.0522.4732.771
281.7012.0482.4672.763
291.6992.0452.4622.756
301.6972.0422.4572.75
401.6842.0212.4232.704
601.67122.392.66
1201.6581.982.3582.617
1.6451.962.3262.576

How to use this t table

  1. Compute degrees of freedom (often df = n − 1 for a one-sample mean).
  2. Choose α (two-tailed) based on your confidence level or hypothesis test.
  3. Read the critical value t* at the df row and α column.
  4. For one-tailed tests, use αone = αtwo/2 (e.g., α=0.05 one-tailed corresponds to α=0.10 two-tailed).

Download table data

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Tip: for programmatic use, start with the stats-manifest.json to discover all available files.

Cite this table

Last updated: 2026-03-07