THE EFFECTIVENESS OF GEOGEBRA AND DESMOS INTERACTIVE PLATFORMS IN MATHEMATICS EDUCATION: A COMPREHENSIVE PEDAGOGICAL EVALUATION AND SYNTHESIS

Authors

Rajabov Azamat Department of Technological Machines and Information Systems, Asia International University

Keywords:

interactive platforms, mathematics education, higher education, GeoGebra, Desmos, dynamic learning environments, mathematical visualization, cognitive load theory, pedagogical orchestration, educational innovation, formative assessment dashboards.

Abstract

This article examines the pedagogical effectiveness of interactive digital platforms in improving mathematics education within modern learning environments. Based on scholarly literature and empirical studies published between 2020 and 2026, the research provides a comparative analysis of GeoGebra and Desmos as leading tools for Dynamic Geometry Environments (DGE) and web-based graphing technologies. The study explores how these platforms enhance mathematical visualization, reduce cognitive load, support collaborative learning, and strengthen real-time formative assessment processes. Findings indicate that GeoGebra is particularly effective for three-dimensional modeling, Computer Algebra System (CAS) applications, and algebraic–geometric integration, while Desmos offers greater accessibility, user-friendly interaction, and efficient classroom synchronization through its dashboard features. The article concludes by recommending a hybrid pedagogical approach that combines the strengths of both platforms to improve students’ long-term understanding, engagement, and spatial problem-solving skills in mathematics learning.

References

Barkatsas, A., & Learning, M. D. (2021). Visualizing mathematics: Empirical investigations into the pedagogical affordances of GeoGebra and Desmos in digital learning ecosystems. International Journal for Technology in Mathematics Education, 28(2), 75-89.

Hohenwarter, M., & Clark, J. (2024). Managing cognitive load in dynamic geometry environments: Interface optimization and structural design factors in GeoGebra. Journal of Computer Assisted Learning, 40(3), 312-327.

Jones, K., & Smith, R. (2023). Spatial cognition and multi-dimensional modeling in tertiary STEM education: A longitudinal study of GeoGebra's 3D and AR integration. Educational Studies in Mathematics, 112(1), 45-63.

a)Lubner, S., & King, P. (2022). Frictionless mathematics: Evaluating the impact of Desmos' dynamic sliders and minimalist user interface on student task-persistence. Computers & Education, 184, 104501.

Meyer, D., & Bourassa, B. (2025). Classroom orchestration and formative assessment loops: The impact of synchronous teacher dashboards in Desmos Activity Builder. Mathematical Thinking and Learning, 27(4), 289-306.

Thompson, L., & Miller, A. (2020). Digital equity and platform accessibility in secondary mathematics: A comparative multi-site analysis of open-source graphing utilities. Journal of Mathematics Education and Technology, 51(3), 201-218.

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Published

2026-05-19

How to Cite

Rajabov Azamat. (2026). THE EFFECTIVENESS OF GEOGEBRA AND DESMOS INTERACTIVE PLATFORMS IN MATHEMATICS EDUCATION: A COMPREHENSIVE PEDAGOGICAL EVALUATION AND SYNTHESIS. Ethiopian International Journal of Multidisciplinary Research, 13(5), 1301–1307. Retrieved from https://eijmr.org/index.php/eijmr/article/view/6861