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- Runs in your browser
Find out whether version B really beat version A, how sure you can be, and how big the lift could plausibly be. Or plan your next test: how many visitors it needs and how long it will run.
Runs in your browser. Nothing you add leaves this page.
Three steps
Enter visitors and conversions for each version, or switch to Plan a test.
Pick a confidence level, and whether to test for a change in either direction.
Read the result, the p-value, and the lift’s likely range, with the math shown.
GuideReviewed
The calculator runs a two-proportion z-test, the standard test for comparing two conversion rates. It asks how often a gap as large as yours would show up by chance if the change made no real difference. That’s the p-value. A low p-value means your gap would be unusual if nothing had changed; it isn’t the chance that B is better.
When the p-value falls below your significance level, 5% at 95% confidence, the result is called statistically significant. The calculator also shows the likely range for the lift, so you can see how small or large the real effect could be.
A test needs enough visitors to detect the smallest lift worth acting on. The planner uses the standard sample size formula for two proportions: tell it your current conversion rate, the lift you care about, your confidence level, and power (the chance of catching the lift if it’s real), and it returns the visitors each version needs.
Smaller lifts need far more visitors. At a 3% conversion rate, detecting a 10% relative lift (3% to 3.3%) with 95% confidence and 80% power takes about 53,000 visitors per version.
Most bad test calls come from how the test was run, not from the math.
Statistical significance says a gap would be unusual if there were no real difference. It doesn’t measure how big or valuable the lift is. Look at the low end of the likely range: if even that would be worth shipping, you have a strong result. If the range runs from barely positive to large, you may need more data before you plan around it.
What people ask before they use the A/B test calculator.
Enter the visitors and conversions for both versions. The calculator runs a two-proportion z-test and tells you whether the p-value is below your significance level, such as 5% at 95% confidence, along with the likely range for the lift.
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ExampleThese are example numbers. Type over them with yours.
Relative lift
+17.9%
Version B converted 17.9% better than A, and the difference is statistically significant at 95% confidence.
Likely range +2.9% to +35.1%Measured +17.9%No difference
372 ÷ 12,400
438 ÷ 12,380
3.54% − 3.00%
In percentage points. 95% range: +0.10 pts to +0.98 pts.
Two-sided, z = 2.38
If A and B truly converted at the same rate, a gap at least this big, in either direction, would turn up about 1.73% of the time.
1 − 0.0173
The result clears any confidence level below this. It isn’t the chance that B is better.
(3.54% − 3.00%) ÷ 0.226%
How many standard errors apart the rates are. At 95% two-sided, it needs to pass 1.96.
A copied link holds the numbers you entered, so anyone you send it to sees them.