Percent Error Formula:
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Definition: Percent error measures how inaccurate a measurement is, compared to the true or accepted value.
Purpose: It quantifies the difference between experimental and theoretical values as a percentage of the accepted value.
The calculator uses the formula:
Where:
Key Points:
Details: Percent error helps:
Tips:
Q1: What's considered a good percent error?
A: It depends on the field, but generally under 5% is good, under 1% is excellent.
Q2: Can percent error be negative?
A: No, the absolute value makes it always positive.
Q3: What if my accepted value is zero?
A: Percent error is undefined when accepted value is zero.
Q4: How is this different from percent difference?
A: Percent difference compares two experimental values, while percent error compares to a standard.
Q5: Should I use significant figures in the result?
A: Yes, round your final answer to match your least precise measurement.