Shafaat Choyon.

A/B test significance calculator

Is the new version really better, or is it noise? Enter visitors and conversions for each version to see the lift, the confidence, and the sample you need. Load an example from 15 industries, nine of them where I have worked, to see how it changes.

Built from my own work: A data engine for product and growth decisions

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Conversion A / B-
Relative lift-
Confidence-
Sample needed-

FormulaTwo-proportion z-test: z = (pB − pA) ÷ √(p̄(1 − p̄)(1/nA + 1/nB)), two-sided

What to do next

    Show the working, step by step

      Where I used this

      At Praava Health I built a data engine for product and growth decisions, behind about 57% compound annual growth in the consumer business.

      Read the case: A data engine for product and growth decisions →

      Everything is calculated in your browser. Nothing you type is sent or stored.

      Three ways A/B tests mislead

      • Peeking. Checking every day and stopping the moment it looks significant inflates false wins. Decide the sample size first, then wait for it.
      • Too-short tests. Run at least one full week, ideally two, so weekday and weekend behaviour are both in the data.
      • Winning the wrong metric. A higher click rate that brings lower-value customers is not a win. Check revenue per visitor too.

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      Not sure your test result is real?

      Bring the numbers to a free 30-minute call, and I will help you decide whether to ship, keep testing or stop.

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      Questions

      What confidence level should I use?

      95% is the common standard. Use 90% for low-risk changes you can easily reverse, and 99% for expensive or hard-to-undo decisions.

      What does statistical significance mean here?

      That a difference as large as the one you saw would be unlikely if A and B actually performed the same. It does not say the lift is big enough to matter.

      How is the required sample size calculated?

      For a two-sided test at your chosen confidence and 80% power, using the conversion rates you entered. Smaller lifts need much larger samples.

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