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Percentile rank

Find the share of a group that scored below a given result using the standard percentile-rank formula.

Built and maintained by The NumberPrism Editorial TeamEditorial policy

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Results update as you type. The formula and assumptions are explained below the calculator.

Percentile rank

72.0%

Scores below the result35
Scores equal to the result2
At or below the result37 of 50
InterpretationHigher than 72.0% of the group

This is a comparison within the group you describe, not a percentage of questions answered correctly. The midpoint convention gives tied scores half credit.

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What does this tool do?

Percentile rank compares one score with the rest of a group rather than with the total points available. It is useful for standardised tests, class rankings and any result reported relative to peers.

The Formula

Percentile rank = (Scores below + 0.5 × Scores equal) ÷ Total scores × 100

Frequently Asked Questions

Is percentile rank the same as percent correct?

No. Percent correct measures how many questions were answered correctly, while percentile rank measures how a score compares with the other scores in the group.

Why are tied scores given half credit?

A tied score is neither entirely above nor entirely below the result, so the midpoint convention splits ties evenly. This keeps the rank stable when several students share the same score.