T-Test Calculator
Calculate t-test using your data.
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What this tool does
Calculate t-test using your data. Independent samples, unequal-variance Welch test; assess distribution, outliers and sampling design.
How to use the T-Test Calculator
- Enter or select sample a: comma or whitespace-separated numbers.
- Enter or select sample b: comma or whitespace-separated numbers.
- Read the calculated result; change any measurement to compare alternatives.
Formula
Welch t=(mean A−mean B)/sqrt(sA²/nA+sB²/nB); df=(a+b)²/(a²/(nA−1)+b²/(nB−1)); two-sided p=regularized beta(df/(df+t²),df/2,1/2)
- a
- Sample A: comma or whitespace-separated numbers
- b
- Sample B: comma or whitespace-separated numbers
Independent samples, unequal-variance Welch test; assess distribution, outliers and sampling design.
Worked example
For t-test calculator, the following measurements illustrate the exact method: Sample A: comma or whitespace-separated numbers: 1,2,3,4,5; Sample B: comma or whitespace-separated numbers: 2,4,6,8,10.
Inputs
- Sample A: comma or whitespace-separated numbers1,2,3,4,5
- Sample B: comma or whitespace-separated numbers2,4,6,8,10
Result
- Welch t statistic-1.9
- Degrees of freedom5.88
- Two-sided p-value0.11
Results explained
- Welch t statistic
- Welch t statistic from the formula above. Independent samples, unequal-variance Welch test; assess distribution, outliers and sampling design.
- Degrees of freedom
- Degrees of freedom from the formula above. Independent samples, unequal-variance Welch test; assess distribution, outliers and sampling design.
- Two-sided p-value
- Two-sided p-value from the formula above. Independent samples, unequal-variance Welch test; assess distribution, outliers and sampling design.
Frequently asked questions
Welch t=(mean A−mean B)/sqrt(sA²/nA+sB²/nB); df=(a+b)²/(a²/(nA−1)+b²/(nB−1)); two-sided p=regularized beta(df/(df+t²),df/2,1/2)
Independent samples, unequal-variance Welch test; assess distribution, outliers and sampling design.
Enter numbers only, separated as described in the labels. Check sample units and remove missing values rather than substituting zero.
No. Statistical inference depends on sampling design, independence, model fit and interpretation; a p-value is not the probability that a hypothesis is true.
No. Calculations and numerical distribution algorithms run entirely in the browser.