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What are correlation and causation?

In one line
Correlation means two values move together; causation means one produces the other. Moving together alone does not make one the cause and the other the effect.
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⚡ Summary in 3 lines
  • Moving together doesn’t mean one causes the other
  • Suspect a third factor, reverse direction, or self-selected volunteers
  • Split into cohorts and compare with the group not yet trained

The sentence training managers most want to write is 'Employees who took the training performed better.' The data often does show that. But what this sentence shows is only that training completion and performance moved together. Claiming that training raised performance requires separate proof. If you don't distinguish the two sentences, next year's budget goes to a course that doesn't work while the course that did work gets cut.

A correlation without causation falls into three cases. The first is a third factor: teams with more manager support send more people to training and also perform better. The second is reverse direction: high performers may have been the ones picked for training. The third is selection: people who volunteer are highly motivated to begin with, so they would likely have performed well even without the training. With a small sample, chance correlations are also common.

To get closer to causation, you need something to compare against. The strongest method is to randomly split participants and train only one group first, but in practice training in sequential cohorts and comparing with the group not yet trained works well enough. If that is also hard, measure the same metric before and after training, and match people with similar job level, tenure, and past performance. A correlation coefficient ranges from -1 to 1 and shows only how closely two values move together, not the size of any cause.

Where things go wrong in practice is the verb in the report. The data only says scores were 'higher,' but the sentence that reaches executives has changed to 'raised.' Reading a highly rated course as proof of strong on-the-job results is the same trap. The opposite is no answer either: saying nothing because causation can't be proven. Reports earn more trust when they separate what was confirmed from what was inferred, sentence by sentence, and, if there was no comparison group, say so and add how the next cohort will check it.

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💡 In plain English
On days when ice cream sales rise, swimming accidents rise too, but the hot weather is what pushed both up.
Why it matters in practice
Your year-end training report needs evidence that training contributed to performance. You need to know how far a simple comparison of completers and non-completers can take you.
Correlation vs. Causation
CategoryCorrelationCausation
MeaningTwo values move togetherOne causes the other
How to checkCompare two values side by sideAn experiment with a comparison group, or a comparable design
The verb in the reportwas higher with…, rose along with…"X raised Y" or "Y grew because of X"
An example from training practiceCompleters have higher performance ratings than non-completersOf two classes split by lottery, the one trained first improved on the metric
Common pitfallsA third factor, reverse direction, self-selectionDrawing conclusions from before-and-after differences alone, with no comparison group
Origin and sources

The principle that correlation does not imply causation is a basic proposition long emphasized in statistics and research methodology. It has become a shared norm for interpreting data rather than the claim of any one person. It is also widely held that confirming causation requires an experiment with a comparison group, or a comparable design.

An example

Consider a hypothetical case. The talent development team at Company A, an insurer with 1,500 employees, had to report the results of a voluntary data analytics course. Among 120 completers, 45% received a top year-end rating, versus 22% of non-completers, and the draft stated, "The training doubled performance."

  1. When the HR development manager sent the draft up to the division head, a question came back: "Aren't the people who applied the ones who were already strong? What were their ratings last year?"
  2. The manager checked last year's ratings for the 120 completers and found that 41% already held top ratings. Even before the training, they were a group with nearly double the top-rating share of non-completers.
  3. The team lead rewrote the sentence. It now read "Completers had a higher share of top ratings," with the limitation noted below it: "Effect of applicant characteristics could not be ruled out."
  4. The following year, the team split the 240 applicants into a first-half class and a second-half class by lottery. The manager explained, "While the second-half class waits, they serve as the comparison group."
  5. At the end of June, they compared the number of analysis reports written by the two classes. The first-half class averaged 3.1 per person per month, while the second-half class, not yet trained, averaged 2.2.
  6. Based on this result, the division head made the course part of the regular program, and the wording in the report changed from "double" to "an increase of 0.9 per month." The following year's budget review passed without questions.
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Last updated 14 Oct 2026 · Reviewed by John Kim

FAQ

You can report that the two moved together, but it is hard to claim the training caused it. To let readers judge, show whether completers were already strong performers and what their pre-training metrics looked like.
If you run the training in sequential cohorts, the cohorts that haven’t yet been trained naturally serve as a comparison group. If that isn’t possible, measure the same metrics before and after training, and compare people matched on job level, tenure, and prior performance.
A correlation coefficient only shows how closely two values move together. Even a large value may be due to a third factor, and with a small sample a high value can appear by chance. What matters more than its size is whether you can explain why the relationship exists.
The safest approach is to separate what you confirmed from what you infer. State in one line each what you measured, what you compared it with, and which factors you could not rule out, then add how the next cohort will test it. Doing so actually raises trust in your numbers.