Physical Science / LESSON 06

Separate precision from accuracy · GED Science

8 min + practice · Original foundation lesson

Precision is closeness among repeated readings. Accuracy concerns closeness to an accepted reference. A small spread can coexist with an offset, so inspect repeats and a standard separately.

Worked example

A scale checks a certified 50.0 g mass. Meter X shows 51.9, 52.0 and 52.1 g. Meter Y shows 49.5, 50.1 and 50.4 g. X varies over 0.2 g but its readings are around 2 g above the reference. Y is less tightly clustered; its mean is 50.0 g in this example.

Contrast and common error

Taking more readings can help characterize random variation. It does not remove a stable calibration error. Averaging the readings of a biased meter can yield a precise mean that remains biased. Use a reference near the operating range before claiming how an offset behaves elsewhere.

Transfer check

A thermometer gives 18.9, 19.0 and 19.1°C for a sample with unknown temperature. Can you claim the meter is accurate? Check: you can describe a 0.2°C range; a reference measurement is needed to assess accuracy.

Try it, then explain it.

Complete a short set without looking at the example. After each answer, explain which evidence or rule supports your decision and why the alternatives do not fit.

Practice 3 questions

Sources & authorship

Original OpenExam explanations and examples. References support the concepts; they are not the source of copied questions. Independent educator review is pending.

OpenStax College Physics 1.3 Accuracy Precision and Significant Figures