Article Gold Open Access 2025

Bridging knowledge and community: Innovative community-based learning to strengthen mathematic pre-service teachers’ problem-solving competency

Eurasia Journal of Mathematics, Science and Technology Education
Journal · Vol. 21 · Issue 10 · Art. em2720
Abstract

This study aims to develop a learning activity grounded in the community-based learning (CBL) approach to enhance the problem-solving competency of mathematics pre-service teachers. Designed using the ADDIE instructional design model, the process spanned from needs assessment to post-implementation evaluation. The prototype was tested with 24 mathematics pre-service teachers through open-ended assessments. The study introduces a structured framework for CBL activities in five stages: preparation, problem identification, creation, implementation, and reflection. Findings show that CBL activities significantly enhance problem-solving competency by bridging theoretical knowledge with real-world contexts. This approach not only strengthens problem-solving abilities but also supports deeper integration of knowledge into teaching practice. By incorporating CBL principles into the ADDIE model, the study offers a collaborative, practical strategy for instructional design. Peer interaction was facilitated through group projects, while community engagement involved working with local stakeholders to address authentic problems–both integral to developing the problem-solving capacity of future mathematics teachers. © 2025 by the authors.

Keywords

Author Keywords

ADDIE model Professional Development Teacher Education mathematics pre-service teachers professional growth

Index Keywords

Author Affiliations
Department of Educational Research and Development, Mahasarakham University, Maha Sarakham, Maha Sarakham, Thailand
Department of Curriculum and Instruction, Mahasarakham University, Maha Sarakham, Maha Sarakham, Thailand
Department of Educational Psychology and Guidance, Mahasarakham University, Maha Sarakham, Maha Sarakham, Thailand
Department of Mathematics, Nakhonratchasima Rajabhat University, Nakhonrachasima, Nakhonratchasima, Thailand
Funding & Acknowledgements
Mahasarakham University, MSU
This study was funded by Mahasarakham University.
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