The algorithms for the different research designs.

 

Review the algorithms for the different research designs.

· You are going to compare two groups of students (school team or no school team). This is like having an intervention group and a control group.

· Select (and cite) the correct quantitative algorithm from your text that will aid you in identifying the research design you should use.

· State the quantitative research design and the algorithm you used in this decision.

· Explain your choice.

· What type of sampling will you do to reach the highest level of research design (experimental?). Select a quasi-experimental or experimental sampling method.

· What method did you select and why?

Sample Solution

Research Design and Sampling for Comparing Student Groups

Quantitative Algorithm:

According to Paul D. Leedy & Jeanne Ormrod, Practical Research: Planning and Design, Pearson Education, 10th Edition (2015) [invalid URL removed], one algorithm used to identify research designs considers the level of manipulation of the independent variable and the presence of a control group.

Research Design:

The appropriate research design for comparing two groups of students (school team vs. no school team) is a quasi-experimental design specifically a non-equivalent groups design.

Explanation:

  • In a true experiment, the researcher randomly assigns participants to groups (intervention and control). Here, we cannot randomly assign students to be on a school team or not. This lack of random assignment removes the ability to establish causation between being on a school team and the outcome variable (e.g., academic performance).
  • A non-equivalent groups design acknowledges the pre-existing groups and compares them as they are.

Sampling Method:

To achieve the highest level of research design possible within the constraints (non-equivalent groups), we should strive for a sampling method that minimizes selection bias.

Selected Method: Propensity Score Matching

Propensity score matching is a statistical technique used in non-experimental research to create comparable groups. Here’s why it’s a good fit:

  • It attempts to statistically balance the two pre-existing groups (school team vs. no school team) on factors that might influence the outcome variable (e.g., prior academic performance, socioeconomic background).
  • By statistically matching students on these characteristics, we can create groups that are more similar, allowing for a more fair comparison of the impact of being on a school team.

Conclusion:

While a true experiment with random assignment would be ideal, due to the nature of pre-existing student groups, a non-equivalent groups design with propensity score matching offers a more robust approach to minimize bias and strengthen the internal validity of the research.

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