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Error = |
difference between values
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x 100% |
In mathematical terms, percent error is simply an expression of the amount of deviation from the accepted value, expressed as a percent. Percent error can be determined easily if you have a known value and an accepted value for your measurements. In the absence of an accepted value, you may conduct several trials for each measurement and use your average of those trials as your accepted value.
Example:
The mass of a rock was measured by a student and determined to be 325
grams. The mass of the rock was then measured by the entire class. The class
average value was 320 grams. Calculate the percent error in the forst student's
measurement of the rock's mass.
| Error = | difference between values ------------------------------------ actual value |
x 100% = | 325 g - 320 g -------------------- 320 g |
x 100% |
| = | 5 g ----------- 320 g |
x 100% | = 1.56 % |
Error = 1.56 %
Practice Problems:
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