求解一次方程的技巧。案例研究

D. Páez, Daniel Eudave-Muñoz, Ana Cecilia Macías-Esparza
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引用次数: 0

摘要

在墨西哥,我们发现高中教师有时被迫教数学,尽管他们的背景不同。本文档旨在确定技术-数学方法-来自墨西哥Telebachillerato子系统(高中)的老师用来帮助学生解决与一次方程相关的任务类型。本提案是一个研究项目的一部分,有13位教师参与,他们根据自己的学习计划,允许被观察两次教授数学内容。观察作品的目的是使其成为参与者讨论的对象。这是一个研究案例研究。结果表明,教师创造了一种技术,专注于获得行列式来解决关于方程组的任务类型,但证明其功能的理论被简化为比数学话语更具说教性。在课堂上,教授解决问题的技术,但这些技术仍然不受可以验证其功能的数学理论(数学论证)的保护,学生必须从教师的技术中推断并建立自己的理论。
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The technique to solve equations of the first degree. A case study
In Mexico we can find upper secondary teachers who, sometimes, are forced to teach mathematics even though their profile is different. This document is aimed to identify the technique –mathematical methods– that a teacher from the Mexican Telebachillerato subsystem (high school) uses to help students to solve the type of tasks related to first-degree equations. This proposal is part of a research project where thirteen teachers participated, and who allowed to be observed twice teaching mathematical contents according to their study program. The purpose of observation works was to make them a discussion object with the participants. This is a study case research. The results show that the teacher creates a technique focused on obtaining determinants to solve types of task about system of equations, but the theory which proves its functionality is reduced to a more didactic than mathematical discourse. In the classroom, techniques to solve problems are taught, but these remain unprotected from mathematical theories (mathematical argument) that can validate their functionality, the student is the one who has to infer o build his own theory from the teacher’s technique.
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