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Random Assignment of Participants

Bias is an inherent part of the research process, and scholars must proactively address sources of bias to ensure validity. While bias has the potential to impact each stage of the research process, how participants are assigned to experimental groups is an important part of research design, as selection bias may be introduced. With selection bias, certain members of a sample population are intentionally omitted or targeted based on a specific trait(s). To reduce selection bias, random assignment of participants is used.

With random assignment, participants have an equal chance of being assigned to an experimental or control group, resulting in a sample that is, in theory, representative of the population. Random assignment helps ensure comparable groups, minimizing the influence of individual characteristics, such as age, race, gender identification, and countless other variations in the population. Moreover, noted differences between groups are most likely due to chance and not the result of an unmeasured or unknown variable or sampling error. Researcher bias is significantly reduced because the researcher does not control group assignment. In addition, many of the most common statistical tests assume random sampling. Last, random assignment protects internal validity. Internal validity is critical when establishing cause-effect relationships (i.e., variable A caused the change in variable B). This entry introduces different random sampling techniques, including simple random sampling, stratified, cluster, systematic, and multistage. In addition, the lack of random sampling in qualitative research is discussed.

Simple Random Sampling

In simple random sampling (SRS), all participants have an equal chance of being assigned to an experimental or control group, thus minimizing individual participant traits and reducing bias. For example, a researcher testing the effects of an intervention strategy on college students recruits 100 students from across campus. Using a random sample generator available online or a random number table available in a statistics textbook, the researcher randomly assigns the 100 students between the experimental and control groups.

While SRS is simple and easy to employ, there are limitations. First, SRS does not recognize subgroups within the population. On a college campus, major, class rank, or grade point average (GPA) may influence outcomes, for example. Second, sampling error may be a concern. Specifically, a random sample may or may not accurately reflect the population. The sample population of college students referenced above might include 50 African American students and 50 White students, a 50/50 mix. However, the population at the respective institution might be 75% White and 25% minority. Last, the larger the sample, the more tedious SRS becomes.

Stratified Sampling

As previously noted, SRS does not recognize subgroups within a population. Group membership may influence the test variable, however. Stratified sampling allows researchers to divide a sample population into groups called strata. Within each stratum or individual group, SRS is used to generate the experimental and control groups. Following the example presented earlier, the researcher may divide the sample population into strata defined by class rank: freshman, sophomore, junior, and senior. Using SRS, each stratum is randomly assigned to experimental and control groups. Stratified sampling is a bit more tedious as it requires multiple assignments for each participant (first to the stratum and then to the experimental/control groups); however, this sampling technique may more accurately reflect the population as a whole and ensure all groups are equally represented.

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