In the world of compensation, it’s common to hear phrases like:
“We want to pay at the 90th percentile.”But here’s the problem:
Too many people treat percentiles like percentages, or assume they behave like standard deviations from a mean. That misunderstanding can lead to confusion, unrealistic pay expectations, and flawed decision-making.
Let’s break down why this matters — and how to use percentiles correctly when making compensation decisions.
A percentile is a rank or position in a dataset. It tells you the value below which a certain percentage of the data falls.
Notice: it’s not about how much higher the 90th is than the 50th — it’s just saying where it lands in the distribution.
Let’s say you’re looking at software engineer salaries:
Percentile | Salary |
---|---|
50th | $130,000 |
90th | $132,000 |
Now compare that to another dataset:
Percentile | Salary |
---|---|
50th | $130,000 |
90th | $195,000 |
Both are “paying at the 90th percentile” — but one implies a 2% increase over median, and the other implies a 50% increase.
That’s a massive difference in magnitude, and it’s why relying solely on percentiles without looking at actual numbers can be misleading. If your dataset is small or narrowly sliced, your percentile spreads may be extremely tight — leaving leaders, recruiters, or candidates wondering why the “90th” looks so… average.
In statistics, there’s a known relationship between percentiles and standard deviations if the data follows a normal distribution (the classic bell curve):
But most compensation data isn’t perfectly normal. It’s skewed by factors like equity, signing bonuses, job title inflation, or small sample sizes. That’s why treating percentiles as proxies for standard deviation can get you into trouble.
Let’s go back to that 90th percentile pay target.
If you don’t check the actual values behind that target:
That’s also why we usually don’t share percentiles with employees or candidates. It's a complex concept, and without understanding the data behind the number, percentiles can be more misleading than helpful.
Percentiles are a powerful tool in compensation — but only when used with the right context.
They’re not percentages. They’re not linear. And they’re not stand-ins for magnitude.
So the next time someone says, “Let’s pay at the 90th,” don’t just nod. Ask:
What does that actually mean — in dollars? In dataset size? In impact?
Because when it comes to pay, precision matters.