Enhancing Conceptual Knowledge in Early Algebra through Scaffolding Diagrammatic Self-Explanation

Many studies have shown that visual representations can enhance student understanding of STEM concepts. However, prior research suggests that visual representations alone are not necessarily effective across a broad range of students. To address this problem, we created a novel, scaffolded form of d...

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Bibliographic Details
Published inGrantee Submission
Main Authors Nagashima, Tomohiro, Bartel, Anna N, Silla, Elena M, Vest, Nicholas A, Alibali, Martha W, Aleven, Vincent
Format Report
LanguageEnglish
Published 2020
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Summary:Many studies have shown that visual representations can enhance student understanding of STEM concepts. However, prior research suggests that visual representations alone are not necessarily effective across a broad range of students. To address this problem, we created a novel, scaffolded form of diagrammatic self-explanation in which students "explain" their problem-solving steps in the form of diagrams. We used contrasting cases to support students' sense-making between algebraic equations and diagrams in the self-explanation activity. We conducted a classroom experiment with 41 students in grades 5 and 6 to test the effectiveness of this strategy when embedded in an Intelligent Tutoring System for algebra. We found that scaffolded diagrammatic self-explanation enhanced conceptual knowledge for students who did not have prior knowledge of formal equation-solving strategies. The study is the first experimental study showing that visual representations can enhance conceptual knowledge in early algebra. [This paper was published in: "ICLS 2020 Proceedings," ISLS, 2020, pp. 35-42.]