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Statistics & Probability · 3 MIN READ

Precision Does Not Remove Bias

More data help some problems while leaving others untouched.

Institute lesson · Published October 19, 2026

The concept

Random sampling uncertainty and systematic bias are different sources of error. Under suitable assumptions, increasing sample size can improve precision. It cannot repair a sample that systematically excludes relevant people or a measurement process that consistently records the wrong quantity. Before asking how many responses you have, ask how those responses were produced.

Worked example

A fictional community survey asks about evening bus service only through a daytime email newsletter. Ten thousand replies may yield a stable percentage among respondents, but people who work evenings or rarely use email may be underrepresented. Collecting another ten thousand replies through the same channel can sharpen the wrong picture. The organizers add other contact methods and report how recruitment affects the population their result can describe.

Limits and judgment

Correcting representation is not always easy. Weighting depends on information and assumptions, and nonresponse can remain related to the outcome. Report recruitment, missingness, and measurement limits alongside numerical uncertainty. A small well-designed study can sometimes answer a bounded question more credibly than an enormous convenience sample whose connection to the target population is unclear.

FROM UNDERSTANDING TO ACTION

Put it to work.

Identify one selection bias and one measurement bias in a survey of park use.

RETRIEVE. REASON. REMEMBER.

Knowledge check.

Choose one answer for each question, then check your reasoning.

1. What can a larger sample fail to fix?
2. What should accompany a reported survey percentage?

Sources & further reading.

Links support the core concepts or identify the book. Examples, exercises, and critical analysis are original Institute material. Source checks are not an independent expert review of every claim.

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