软件GeoGebra作为数学建模问题的建议

Renata Teófilo de Sousa, P. Santiago, F. R. Alves
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引用次数: 0

摘要

目的:本研究源于对理解几何的困难和解释奥数题的失误的调查。这项工作的目的是提出一个教学建议,探索奥林匹克问题的解决方案,在GeoGebra软件的支持下发展可视化技能和几何推理。方法论:为此,我们使用了教学工程作为方法论,在其前两个阶段-初步分析和先验分析-考虑到本研究是正在进行的研究的一部分。研究结果:因此,我们提出了一个教学建议,探讨了国际袋鼠数学的两个问题,根据教学情境理论的假设描述了它们的解决方案。意义:最后,我们希望对这一领域的教学工作有所贡献,并随后在教学工程的最后两个阶段实施这些教学情境,进行实验,后验分析和验证。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Software GeoGebra as a Proposal for Mathematical Modeling Problems
Purpose: This study arises from an investigation into the difficulties in understanding Geometry and the mishaps in the interpretation of problems from the Mathematics Olympiads. The objective of this work is to present a didactic proposal that explores the resolution of Olympic issues, developing visualization skills and geometric reasoning with the support of GeoGebra software. Methodology: For this, we used Didactic Engineering as a methodology, in its first two phases - preliminary analysis and a priori analysis - considering that this study is part of an ongoing research. Findings: As a result, we present a didactic proposal that explores two questions of the International Kangaroo Mathematics, describing their resolution based on the assumptions of the Theory of Didactic Situations. Significance: Finally, we hope to contribute to the teaching work in this area and, subsequently, implement these didactic situations in the last two phases of Didactic Engineering, carrying out their experimentation, posterior analysis, and validation.
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