This week, we learnt about mixed-method research that employs both quantitative and qualitative methods in one study.
In my research topic, which investigates the use of educational gaming in mathematics and examines its effectiveness, it is possible to conduct mixed-methods research.
For instance, students could do pre and post-tests before playing the game in their mathematics class. This approach is common in educational research when measuring the impacts of changes in education regarding student performance. After collecting the data, we can compare the results to see if there is any significant change in student performance. As we discussed in the last few weeks, this could be done through statistical techniques to generalise the findings and determine whether the effect size was statistically significant. We probably should conduct paired samples t-test since the research will be within-subjects design where all participants go through the same treatments. I assume that the data will be normally distributed but the non-parametric tests could be used if the data is not normally distributed. Through these tests, we can determine whether our findings from the samples were collected by chance or have more generalisability. Then, either Cohen’s d or Rosenthal’s r to determine the effect size of the game playing. While the previous test will deal with the generalisability of our findings, the latter will focus on the size impact of our implementation on students learning performance.
Yet, the priority would be on the qualitative method because I believe the research question is more focused on individual experience on learning mathematics through educational games. Indeed, how students perceive playing games (i.e., enjoyment) could be elicited from quantitative methods such as surveys. However, with only a few text-based questions, it is highly likely that the responses would not give an in-depth understanding of the student experience compared to other approaches such as interviews or focus groups.
Logically, the qualitative method would be conducted first and qualitative later. The students would need to take the pre and post-tests to measure their performance in mathematics, and few students will be selected to participate in the qualitative study.