Helping low-achieving students to comprehend the area of basic geometric shapes using an enclosing-rectangle scaffold via computer-assisted instruction

AbstractThis study combined the principles of multimedia message design with an enclosing-rectangle scaffold to facilitate instruction on deriving the area of basic geometric shapes. A pretest/posttest/delayed-posttest design was used to compare the effectiveness of the enclosing-rectangle scaffold...

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Bibliographic Details
Main Authors: Chun-Yi Lee, Kin Hang Lei, Ming-Jang Chen, Chia-Rong Lee, Chao-Chi Chen
Format: Article
Language:English
Published: Taylor & Francis Group 2023-12-01
Series:Cogent Education
Subjects:
Online Access:https://www.tandfonline.com/doi/10.1080/2331186X.2023.2277576
Description
Summary:AbstractThis study combined the principles of multimedia message design with an enclosing-rectangle scaffold to facilitate instruction on deriving the area of basic geometric shapes. A pretest/posttest/delayed-posttest design was used to compare the effectiveness of the enclosing-rectangle scaffold with that of conventional dissection/rearrangement methods among low-achieving seventh-grade students. These fifty-six low-achieving students were averagely assigned to one of two teaching methods. In immediate and delayed testing, an enclosing-rectangle scaffold proved significantly more effective than the conventional approach (posttest: F (1,53) = 16.148, p = <.001, η2 = .234; delayed posttest: F (1,53) = 13.502, p = <.001, η2 = .203). These findings demonstrate the effectiveness of stepwise visualisation within a coherent context in facilitating the selection, organisation, and integration of mathematical concepts. Given the ongoing challenges that students face in comprehending the formula for calculating the area of a trapezoid, there is a need for further research in this area to identify effective instructional approaches and strategies.
ISSN:2331-186X