Integrating Google Analytics with Google Ads
Learn how to effectively integrate Google Analytics with Google Ads for better tracking and optimization of your campaigns.
Published: 2024-08-09
By: Michael Mares
P-values are misunderstood, abused, and not made for digital marketing.
Let’s say you’re running an A/B test on your landing page. Variant A is the original. Variant B is your new brain child, crafted after a brainstorm fueled by cold brew and marketing memes.
You launch the test, collect data, and run a t-test.
The result?
A p-value of 0.04. You celebrate. Statistically significant! The team huddles to launch variant B across the board.
Three weeks later, conversions are down. What happened?
You got p-valued.
A p-value tells you the probability of observing data as extreme as yours, assuming the null hypothesis is true.
That’s not the same as saying “there’s a 96% chance B is better.” It’s more like, “if B weren’t better, this result would only happen 4% of the time.”
See the issue?
Digital marketers often mistake p-values for this second thing, and it’s easy to see why. “Statistically significant” sounds like “actually better.” But it’s not.
Also:
And that’s not even the worst part…
In the fast-paced world of paid search and landing pages, you’re constantly testing.
Which means:
That’s p-hacking.
And it inflates your false positive rate faster than a Black Friday CTR.
The more you peek, the more likely you’ll find “significance” by chance alone. You’re not discovering gold — you’re finding fool’s gold, statistically speaking.
So what’s the alternative?
Bayesian probability flips the question:
This is exactly what you thought p-values told you.
A Bayesian A/B test will output something like:
There’s a 91% probability that variant B has a higher conversion rate than variant A.
That’s a number your marketing team, your boss, and your grandma can understand. No mental gymnastics required.
Bonus? Bayesian methods handle:
Imagine two variants:
You run a Bayesian test and get:
There’s an 87% probability B is better, with a 95% credible interval for the difference between 0.2% and 1.8%.
That’s enough to say:
Compare that to a p-value test that says:
p = 0.07 — not significant.
So you do… nothing. And miss out on a possible uplift.
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