Your current rate for the primary metric (e.g., visitors who purchase). Use the metric closest to the change you're testing.
The smallest relative lift worth detecting — a business question, not a stats one. 5% means detecting 3.0% → 3.15%.
Unique users per day exposed to the experiment surface, split across the two variants.
The probability of detecting the effect if it truly exists. Significance is fixed at 5%, two-sided.
Users per variant
Total users needed
Recommended duration

The math: standard two-proportion sample size with two-sided α = 5%: n = (z1−α/2·√(2p̄(1−p̄)) + zpower·√(p₁(1−p₁)+p₂(1−p₂)))² ÷ (p₂−p₁)². Duration is rounded up to full weeks (running partial weeks biases results through weekday/weekend mix). Why peeking early inflates false positives, how CUPED can cut this duration by 30–50%, and the rest of the discipline: The Experimentation Playbook.