Going Beyond the Numbers: An Explanatory Sequential Mixed Method Study in Postsecondary Mathematics

Q2 Psychology
Molly C. Bowen
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Abstract

Mixed-methods research is helpful since it allows for the meaningful combination of quantitative and qualitative methods in ways that provide a richer and deeper understanding of the examined phenomena. Through a recent research example, this article aims to share why and how mixed methods have helped to illuminate teaching methods and practices in the introductory postsecondary mathematics classroom. Many studies on this particular topic were found to be either quantitative or qualitative. However, a mixed-methods research design would have expanded the findings from the literature. The example in the article follows an explanatory sequential mixed methods design recently conducted by the author. Data were collected in two phases. The first phase captured quantitative data through a national survey that included two inventories and demographic information. The second phase was designed to qualitatively follow up on statistically significant trends with purposefully selected participants from the first phase. After the quantitative and qualitative analysis, the author “mixed” the data by quantizing qualitative codes and themes and quantitatively analyzing them. Joint tables and regression prediction equations were utilized to guide the data integration. By “mixing” the data, the author gained a richer and deeper understanding of why specific teaching methods and practices were preferred by faculty in introductory college mathematics courses. Reflections on the study's mixed methods design will also be discussed.
超越数字:高等数学的解释性顺序混合方法研究
混合方法研究是有益的,因为它允许定量和定性方法的有意义的结合,以提供对所研究现象的更丰富和更深入的理解。通过最近的一个研究实例,本文旨在分享混合方法为什么以及如何帮助阐明中学后数学入门课堂的教学方法和实践。人们发现,关于这一特定主题的许多研究要么是定量的,要么是定性的。然而,混合方法的研究设计将扩大文献中的发现。本文中的示例遵循作者最近进行的解释性顺序混合方法设计。数据收集分为两个阶段。第一阶段通过一项全国调查收集定量数据,其中包括两份清单和人口统计信息。第二阶段旨在从第一阶段中有目的地选择参与者,对统计上显著的趋势进行定性跟踪。在定量和定性分析之后,作者将定性代码和主题进行量化,并对其进行定量分析,将数据“混合”起来。采用联合表和回归预测方程指导数据整合。通过对数据的“混合”,作者对大学数学导论课程中教师为什么偏爱特定的教学方法和实践有了更丰富、更深入的理解。对研究混合方法设计的思考也将被讨论。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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来源期刊
Methods in Psychology (Online)
Methods in Psychology (Online) Experimental and Cognitive Psychology, Clinical Psychology, Developmental and Educational Psychology
CiteScore
5.50
自引率
0.00%
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0
审稿时长
16 weeks
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