A/B Test Significance Calculator
Real winner or just noise?
Enter the visitors and conversions for variant A and variant B, and this tool runs a two-proportion z-test to tell you whether B truly beats A. It compares the conversion rates, checks how likely the gap is pure chance, and gives you a p-value plus a plain verdict: significant winner, or keep the test running.
How significance is calculated
A two-proportion z-test asks a simple question: if both variants really converted at the same rate, how often would random chance alone produce a gap this big? First it pools both variants into one combined rate, then measures how many standard errors apart the two observed rates sit. That distance is the z-score.
The p-value turns that z-score into a probability. A p-value of 0.03 means there is a 3% chance you would see a gap this large from noise alone. When the p-value drops below your threshold (0.05 at 95% confidence), the result is significant and B is a real winner. Above it, the gap is still inside the range of luck, so keep collecting data.
Worked examples
| Variant A | Variant B | p-value | Verdict (95%) |
|---|---|---|---|
| 100/1000 | 150/1000 | < 0.001 | Significant |
| 250/5000 | 300/5000 | 0.028 | Significant |
| 200/2000 | 210/2000 | 0.602 | Not yet |