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Percent Error Calculator

Measure how far an experimental or estimated value is from the true or accepted value, as an absolute error and a percentage.

Percent error compares a measured value with the accepted value: |measured − accepted| ÷ |accepted| × 100.

Results update as you type
Results
Percent error
2.141%
Absolute error
Relative error
Direction
Reviewed September 2026. Pure mathematics: the result does not depend on where you are. Terminology follows the national curriculum (maths, brackets, decimal point).
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About percent error

How the percent error calculator works

Percent error compares a measured value with the accepted value: |measured − accepted| ÷ |accepted| × 100. It is used in science classes and quality control to judge accuracy. The relative error is the same ratio without the ×100; the absolute error is the plain difference.

Formula: percent error = |measured − accepted| / |accepted| × 100

Worked examples

InputsPercent errorNote
g measured 9.6 vs 9.812.141%a 2.1% error
105 vs 1005%5% over

Frequently asked questions

Can percent error be negative?

By the usual definition no — it uses the absolute difference. Some teachers keep the sign to show direction; the direction row here does that.

What is a good percent error?

It depends on the experiment: under 5% is typical for school physics; industrial tolerances can be far tighter.

What if the accepted value is zero?

Percent error is undefined; use the absolute error instead.

Is percent error the same as percent difference?

No — percent difference compares two measurements symmetrically, dividing by their average, when neither is the accepted value.

How is relative error different?

Relative error is the same ratio expressed as a decimal (0.021) rather than a percentage (2.1%).

Where these figures come from

Last checked: September 2026. Formulas are fixed by mathematics and do not change with tax years or regulations.