Statistical Significance

The probability that observed differences between variants are real rather than random chance.

1 min readLast updated Apr 2026

The probability that observed differences between variants are real rather than random chance.

Why It Matters

Without statistical significance, you're making decisions based on noise. A variant might appear 5% better, but if that difference isn't significant, it could easily flip to 5% worse with more data. Significance tells you when to trust results.

Practical Example

Scenario

A pet food brand's test shows Variant B converting at 4.2% vs Variant A at 3.8%. Looks like a winner.

Calculation

But with only 500 conversions, the confidence level is 78%—well below the 95% threshold

Result

They continue the test. After 2,000 conversions, the difference shrinks to 4.0% vs 3.9% with 62% confidence. The apparent winner was just random variation.

Pro Tips

  • 1Always aim for 95% confidence minimum (99% for major changes)
  • 2Use a sample size calculator before starting to know how long to run the test
  • 3Don't peek at results and stop early when one variant looks ahead
  • 4Consider both statistical and practical significance—a 0.1% lift may not be worth implementing

Common Mistakes to Avoid

Declaring winners based on early results before reaching significance
Using 90% confidence or lower, which means 1-in-10 chance results are random
Ignoring confidence intervals—a 'winner' with wide intervals may still lose

Frequently Asked Questions

Related Terms