A/B Test Calculator

Calculate statistical significance for A/B tests and determine if your conversion rate improvements are real or random. This free calculator uses chi-square testing to measure confidence levels, compare variants, and show which version wins with statistical certainty.

1

Enter control data

Input visitors and conversions for your original version (A).

2

Enter variant data

Add visitors and conversions for your test version (B).

3

View significance

Get confidence level, p-value, and statistical significance.

Calculate A/B Test Significance

Control (Version A)

Total visitors to original version
Conversions from original version

Variant (Version B)

Total visitors to test version
Conversions from test version
Calculating...
0%
Confidence Level
0.000
P-Value
0%
Relative Improvement
0
Total Sample Size

Variant Comparison

Control (A)

0%
0 / 0 visitors

Variant (B)

0%
0 / 0 visitors

How A/B Test Significance Works

Statistical significance determines if the difference between A and B is real or due to random chance. This calculator uses chi-square testing to calculate confidence levels. Join 500+ growth marketers sharing A/B testing strategies and conversion optimization tactics.

χ² = Σ((Observed - Expected)² / Expected)

A p-value below 0.05 (95% confidence) means the results are statistically significant. This indicates less than 5% chance the difference occurred randomly.

Understanding A/B Test Statistics

What is statistical significance?

Statistical significance measures the probability that your A/B test results are not due to random chance. A 95% confidence level means there's only a 5% probability the difference between variants occurred by luck. In marketing, 95% confidence (p-value ≤ 0.05) is the standard threshold for declaring a winner. Test headline variations using our Headline Analyzer to optimize emotional impact before running A/B tests.

What is a p-value?

The p-value is the probability that the observed difference happened by random chance. Lower p-values indicate stronger evidence for a real difference:

  • p ≤ 0.01: Highly significant (99% confidence) - very strong evidence
  • p ≤ 0.05: Significant (95% confidence) - industry standard
  • p ≤ 0.10: Marginally significant (90% confidence) - weak evidence
  • p > 0.10: Not significant - results could be random noise

How long should I run an A/B test?

Run A/B tests until you achieve both statistical significance AND sufficient sample size:

  • Minimum sample size: 350-400 conversions per variant (not visitors)
  • Minimum duration: 1-2 full business cycles (7-14 days for most sites)
  • Traffic patterns: Capture weekday vs. weekend behavior differences
  • Seasonal effects: Avoid starting tests during holidays or promotions
  • Early stopping risk: Stopping at first sign of significance leads to 30-50% false positives

Track baseline conversion rates using our Conversion Rate Calculator before launching tests to set realistic improvement targets.

When should I stop an A/B test?

Stop your test when ALL conditions are met:

  • Statistical significance achieved: P-value ≤ 0.05 (95% confidence)
  • Minimum sample size reached: 350+ conversions per variant
  • Full cycle completed: At least 1-2 weeks for complete traffic patterns
  • Practical significance: Improvement is large enough to matter (typically 5%+ relative lift)

If no variant reaches significance after 4 weeks with adequate traffic, call it inconclusive. Either the effect is too small to detect or there's no real difference.

Common A/B testing mistakes

Avoid these errors that invalidate results:

  • Peeking and stopping early: Checking daily and stopping at first significance inflates false positives by 30-50%
  • Too small sample size: Under 350 conversions per variant produces unreliable results
  • Unequal traffic split: Use 50/50 splits unless you have specific statistical reasons for unequal allocation
  • Testing too many variants: More variants require larger sample sizes (use sequential testing instead)
  • Ignoring external factors: Site bugs, seasonal events, or marketing campaigns skew results
  • Confusing correlation with causation: Correlation doesn't prove the tested element caused the change

What is relative vs. absolute improvement?

Understanding both metrics prevents misinterpretation:

  • Absolute improvement: Percentage point difference (3% → 3.6% = 0.6 percentage points)
  • Relative improvement: Percentage change (3% → 3.6% = 20% relative increase)

Example: Control converts at 2%, variant at 2.4%. Absolute improvement is 0.4 percentage points. Relative improvement is 20% (0.4/2.0 × 100). Always report both to avoid misleading claims like "20% improvement" when absolute lift is tiny.