In stratified sampling, which statement is true?

The population is divided into subgroups and a random sample is drawn from each subgroup.

Stratified sampling keeps representation by splitting the population into subgroups that are similar within themselves but different from each other, and then drawing a random sample from each subgroup. This approach ensures that every subgroup contributes to the overall sample, which can reduce sampling error when outcomes vary by subgroup.

The statement that describes dividing the population into subgroups and taking a random sample from each subgroup matches this idea exactly. If you were to divide into subgroups and include all members from some of them, that would describe sampling entire clusters, which is a different design. Convenience sampling and systematic sampling are other methods that don’t fit stratified sampling: convenience samples are drawn from who’s easiest to reach, and systematic samples pick every kth individual.

The population is divided into subgroups and all members of the selected subgroups are included.

The sample is taken by convenience from the most accessible individuals.

The sampling is done by selecting every kth individual.

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