Sampling bias occurs when the sample is not representative; how can it be minimized?

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Multiple Choice

Sampling bias occurs when the sample is not representative; how can it be minimized?

Explanation:
The main idea here is that sampling bias happens when the chosen participants don’t reflect the larger population, which can skew results. To minimize it, use methods that give everyone in the population a fair chance to be included and ensure subgroups are represented. Random sampling helps because each member has an equal chance of selection, reducing systematic preference that could distort findings. Stratified sampling ensures key subgroups are represented in proportions that match the population, preventing over- or under-representation of important groups. Broad recruitment expands who is invited or who volunteers, which reduces self-selection bias and improves diversity so the sample better mirrors the population. Seeing sampling bias as measurement error isn’t accurate—the issue is about who is included, not how outcomes are measured. Doing nothing won’t fix bias, and saying bias improves generalizability is the opposite of what it does. Using these sampling techniques together is the best way to minimize bias and support more accurate generalizations.

The main idea here is that sampling bias happens when the chosen participants don’t reflect the larger population, which can skew results. To minimize it, use methods that give everyone in the population a fair chance to be included and ensure subgroups are represented. Random sampling helps because each member has an equal chance of selection, reducing systematic preference that could distort findings. Stratified sampling ensures key subgroups are represented in proportions that match the population, preventing over- or under-representation of important groups. Broad recruitment expands who is invited or who volunteers, which reduces self-selection bias and improves diversity so the sample better mirrors the population.

Seeing sampling bias as measurement error isn’t accurate—the issue is about who is included, not how outcomes are measured. Doing nothing won’t fix bias, and saying bias improves generalizability is the opposite of what it does. Using these sampling techniques together is the best way to minimize bias and support more accurate generalizations.

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