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Correlation and Causation: Why Higher Grades Do Not Prove an App Works

App users may already differ from non-users. A worked school example shows why the comparison matters when judging cause and effect.

Nuxflo Editorial 6 min read 10 October 2026
Evidence Literacy
Correlation and Causation: Why Higher Grades Do Not Prove an App Works

A study app advertises that its users score ten points higher than students who do not use it. That is an appealing result, but it does not yet tell you whether the app caused the difference. The students might have had higher grades before they downloaded it, more time to study, or access to extra help. Those possibilities do not make the reported gap imaginary. They make its explanation uncertain. To judge whether the app works, we need a comparison that separates the effect of the app from differences between the people who choose to use it and those who do not.

This is the practical meaning of the distinction between correlation and causation. It comes up whenever a report connects two things and then treats one as the reason for the other. The school example below is invented, but the questions it raises apply to real studies of learning tools, workplace habits, and other choices people make for themselves.

Comparing grades before and after app use

A school asks 100 students whether they use the app. Fifty say yes and have an average score of 80. Fifty say no and have an average score of 70. The ten-point gap is real in this made-up set. We do not have to deny it. The question is what produced it. Suppose the app users averaged 78 before the study, while the other group averaged 68. Both groups have now gained two points. The final gap no longer looks like clear evidence of an app effect. That does not prove the app did nothing. It shows why the final scores alone were too little to support the first story.

Other differences between the groups

Time available to study could affect app use and test scores. A student with more free time might do both more often. A factor that influences both app use and grades is called a confounder. Available study time could be one: students with more time may use the app more often and also do more revision without it. In a study of exercise and mood, sleep might matter. In a study of class visits and grades, what students knew before may matter. Which third thing matters depends on the question.

You cannot dismiss a result just by naming some other thing. It must be a real possible cause of the gap. Then researchers need a way to address it.

When the direction of the relationship is unclear

Perhaps doing well makes students enjoy the app. Higher scores could lead to more app use, rather than app use leading to higher scores. Time order helps. Did app use begin before the change in scores? Were earlier scores recorded? A single survey taken at one moment may not tell you. Time order is necessary for a proposed cause, but it is not enough to establish it. A change in teaching or an approaching exam could increase both app use and study effort. Those other changes still need to be considered.

Earlier grades and records of when app use began can strengthen the analysis. They help distinguish a difference that already existed from a change that followed use of the app.

How random assignment improves the comparison

Imagine the school starts a study. Chance puts each student in one of two groups. One gets the new app. The other uses the usual study method. Both groups take the same kind of test after the same period. Chance assignment helps keep personal choice from deciding who gets the app. Across enough participants, it tends to balance other factors between groups. It does not guarantee a perfect match in every small sample. A well-run test gives stronger evidence. It shows what happened when people were offered the app in that setting. You still need to check dropouts, actual use, and fair measurement.

OpenStax explains how to plan a fair test. It covers how to use chance to form groups. The central idea is to make the comparison fair before the results arrive.

Random sampling versus random assignment

A random sample concerns who gets picked from a larger group. It helps us learn about the whole group from the sample. Random assignment is about what happens once people join the study. It helps with comparing causes. You can have one without the other. A trial may use chance to form groups, but all the people in it may have chosen to join. That matters when applying the result to everyone else. When a report says randomized, ask what was random. Selection into the study? Placement in a group? A word can sound reassuring while leaving the key design unclear.

Learning from studies without random assignment

Some questions cannot be tested by assigning people at random. Teams use records and changes in the world. They may track people over time. Such methods take care too. Those studies can be valuable. The right response to a link is not always correlation, so ignore it. It is to ask what else could explain it and how the study tried to rule that out. Look for the authors' causal reasoning. Did they track changes over time? Use a new rule or law? Check how the groups were doing before it changed?

You may need expert help to judge the method. You can still notice whether a headline turns an observed link into a simple promise.

Matching the causal claim to the evidence

For the original survey, the defensible claim is that app users had higher scores. To say the app improved those scores, we need evidence about what would have happened without it. Earlier results, a suitable comparison group, and a well-designed trial can all help answer that question. Do not use “correlation is not causation” as a way to dismiss every observational study. Ask how the researchers addressed competing explanations and whether the conclusion matches the design. The problem is not finding a relationship between two things. It is presenting one explanation for that relationship as established before the study has ruled out reasonable alternatives.

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