Enter visitor and conversion counts for both variants to calculate statistical significance, p-value, confidence level, and whether you have a clear winner.
Control (A)
Conversion Rateโ
Variant (B)
Conversion Rateโ
Confidence Level
โ
90%
95%
Relative Uplift
โ
B vs A conversion rate
Z-Score
โ
Standard deviations from mean
P-Value (two-tailed)
โ
Probability result is due to chance
95% Confidence Intervals
Control (A)
โ
Variant (B)
โ
Estimated Sample Size Needed (per variant)
โ
To reach 95% confidence detecting the current observed uplift
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How to use
Enter visitor and conversion counts for your control (A) โ the original, unchanged baseline.
Enter visitor and conversion counts for your variant (B), then watch the confidence meter update live.
Wait until confidence reaches 95% (or your chosen threshold) before declaring a winner.
FAQ
A two-tailed z-test for two proportions with a pooled standard error, plus 95% Wald confidence intervals for each variant. The sample-size estimate targets 95% confidence at 80% power.
95% (p < 0.05) is the industry default. Use 99% for high-stakes changes like pricing or checkout. Decide your threshold before launching the test โ never after seeing the results.
Usually no. 94% means a 6% chance the result is noise, above the standard threshold. Wait for more data unless traffic is severely limited and the business risk is low.