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Visual Guides/Regression to the Mean
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Regression to the Mean

Select the top performers after Test 1 and watch their Test 2 scores drift back toward the group average, even with no intervention. This is regression to the mean, not improvement or deterioration.

Groups explored: 0/3
Datasets regenerated: 0/2

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Parameters

Number of students30
Test-retest correlation (r)0.60
Selection threshold≥ 75

Select Group

Group Statistics

No students in this group

Test 1 vs Test 2 Scores

y = x
00252550507575100100y = xTest 1 ScoreTest 2 Score

Why does this happen?

Extreme scores on Test 1 include a component of luck. Top scorers were lucky; bottom scorers were unlucky. On Test 2, luck averages out, so both groups drift back toward the overall mean. No intervention is needed for this effect to occur.

Lower test-retest correlation (r) → stronger regression. At r = 1 all points fall on the identity line; at r = 0 there is no relationship at all.

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