GEOMETRY OF EQUILATERAL TRIANGLE SYMMETRIES: A MATHEMATICAL PERSPECTIVE FOR TEACHER TRAINING
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Abstract
This article presents a didactic proposal for teaching the symmetries of the equilateral triangle, grounded in Group Theory and the methodology of the Fedathi Sequence. The focus is on exploring the algebraic properties of rotations and reflections mediated by the GeoGebra software, aiming at both the continuing education of mathematics teachers and the initial training of undergraduate students. The proposal seeks to foster visualization, conceptual understanding, and the articulation between Geometry and Algebra. The approach is also based on the Theory of Objectification, emphasizing the active role of the teacher in the construction of knowledge. It is expected that the described experience will contribute to strengthening abstract reasoning through visual and interactive representations.
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