Validating a context-specific TPACK scale for primary mathematics education in China
Mao Li 1 * , Muhamad Gina Nugraha 1
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1 School of Curriculum, Teaching and Inclusive Education, Faculty of Education, Monash University, Melbourne, VIC, AUSTRALIA* Corresponding Author

Abstract

This study presents the validation of a Technological Pedagogical Content Knowledge (TPACK) scale tailored explicitly for primary mathematics teachers in China. Recognizing the gap in context-specific TPACK assessment tools, the research aims to provide an instrument that aligns with the unique educational landscape of China. Utilizing established scales as prototypes, the study integrates the distinctive construct of contextual knowledge to encapsulate the interplay between technology, pedagogy, content, and the Chinese teaching context. A sample of 315 primary mathematics teachers from Chongqing, China, participated in this study. The scale’s reliability and validity were rigorously tested using Cronbach’s alpha and confirmatory factor analysis (CFA), ensuring its robustness and applicability. The findings show high internal consistency, with strong reliability indicated by Cronbach’s alpha. CFA confirmed structural validity, with most fit indices meeting good fit criteria. Convergent and discriminant validity also demonstrated the scale’s effectiveness in assessing the competencies needed for integrating technology into teaching. The study’s main contribution is the development of a context-specific TPACK scale for Chinese primary mathematics education. This scale advances the theoretical understanding of TPACK in China and offers practical implications for teacher education, curriculum design, and technology policy, emphasizing the importance of context-sensitive assessment tools.

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This is an open access article distributed under the Creative Commons Attribution License which permits unrestricted use, distribution, and reproduction in any medium, provided the original work is properly cited.

Article Type: Research Article

INT ELECT J MATH ED, Volume 20, Issue 2, May 2025, Article No: em0819

https://doi.org/10.29333/iejme/15934

Publication date: 01 Apr 2025

Online publication date: 07 Feb 2025

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Article Downloads: 18

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