A/B & Multivariate Testing

Power & Sample Size Essentials

Great experiments start with the right sample and enough statistical power. Sharpen your intuition on detecting effects without wasting traffic.

Statistical power is defined as 1 minus ______.

p‑value

Type II error (beta)

effect size

alpha

High power means a low chance of missing a real effect.

For a fixed effect size, increasing sample size will ______ power.

reverse

decrease

increase

have no effect

More observations reduce standard error, making real differences easier to detect.

Minimal Detectable Effect (MDE) shrinks when you ______.

split traffic unevenly

enlarge the sample

lower power target

raise alpha

Larger samples allow you to spot smaller lifts at the same confidence and power.

Which metric most strongly drives sample size needs in proportion tests?

page load time

number of variants

baseline conversion rate

cookie expiration

Variance in binomial outcomes depends on the baseline rate, directly entering the formula.

Underpowered tests mainly risk producing ______.

multiple comparisons

inflated p‑values

overfitting

false negatives

Low power means you will often miss real but modest effects.

Traffic allocation that is 90/10 rather than 50/50 usually ______ required test duration.

shortens

eliminates

keeps constant

extends

Uneven splits waste informative capacity in the larger bucket.

A one‑tailed test generally needs ______ observations than a two‑tailed test for the same power.

double

more

identical

fewer

By focusing on a pre‑specified direction you concentrate alpha in one tail.

Variance reduction techniques like CUPED mostly allow you to ______.

reduce sample size

lower power target

inflate alpha

switch to nonparametric stats

By explaining some noise beforehand, you can meet the same MDE with fewer users.

Beta spending in sequential designs keeps overall power while ______ sample size.

guaranteeing

ignoring

potentially lowering

doubling

You can stop early for efficacy without inflating error if spending functions are applied.

The primary benefit of stratified sampling is ______.

higher alpha

easier randomisation

avoiding control traffic

variance reduction within groups

By analysing homogenous strata you tighten confidence intervals and may need less data.

Starter

Dive deeper into the fundamentals to boost your confidence.

Solid

You’ve got the core ideas—polish a few nuances for mastery.

Expert!

Outstanding—your stats savvy rivals that of a data scientist.

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