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Formação continuada de professores que ensinam matemática: o papel do ábaco na ressignificação da prática pedagógica

机译:继续教育数学老师:算盘在教学实践中的作用

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摘要

The present dissertation performs a study about abacus part on the continuous education of Elementary School s Mathematic teachers on what concerns the basic operations of addition and subtraction with (re)unification by using the manipulative and/or informatical abacus. Therefore, the research intends to answer the following question: How does a teacher reframe the pedagogical practice while teaching the Decimal Numeral System and the conventional operations of addition and subtraction with (re)unification through manipulative and informatical abacus? In order to do so, we rely ourselves on the Guy Brousseau s Theory of Didactic Situations (TDS) from 1996 that affirms the necessity to trace a way in accordance with the teaching situations that lead the student s learning; and on the work of Pierre Lévy (1993), in which the poles of communication oral, written and virtual create three ways of communication through which the learning process happens. The methodology of this paper was based on the Strategic Research-Action of Franco (2005). The didactic sequence was elaborated in accordance with TDS and used the manipulative and informatical abacus as didactic resource. With the application of the didactic sequence, it was verified that the continued formation of Elementary School s teachers concerning the operations of addition and subtraction on the initial years/levels is pertinent once it has been observed some difficulties of the teachers concerning this mathematical subject. Besides, the analysis of the didactic sequence has allowed one to realize that teachers had some difficulties concerning the numeric representation with order zero, the resolution of operations of addition and subtraction using the manipulative and informatical abacus and the realization of (re)unification on the subtraction with meaning. These observations has been discussed with the teachers and, after that, it has been done some didactic-methodological routings of the operations of addition and subtraction with re(unification) that contributes with the teaching and learning process.
机译:本文对算术部分进行了研究,对小学数学教师的继续教育进行了探讨,涉及到通过操纵和/或信息算盘对加减法(统一)统一的基本操作。因此,该研究旨在回答以下问题:教师在教授小数数字系统以及通过操纵算盘和信息算盘进行(重新)统一的加减法常规操作时如何重塑教学实践?为此,我们依赖于1996年的盖·布鲁索(Guy Brousseau)的教学情境理论(TDS),该理论肯定了有必要根据导致学生学习的教学情境寻找一种方法;以及皮埃尔·列维(PierreLévy,1993)的工作中,口头,书面和虚拟的交流两极创造了学习过程发生的三种交流方式。本文的方法论基于佛朗哥的《战略研究行动》(2005年)。根据TDS精心设计了教学序列,并使用操纵性和信息性算盘作为教学资源。通过使用教学序列,可以证明,一旦发现小学教师在数学和数学方面的一些困难,就可以在最初的几年/层次上继续组建教师。此外,对教学序列的分析使人们认识到,教师在以下方面存在一些困难:零阶数字表示,使用操纵和信息算盘解析加法和减法运算以及实现(重新)统一减法具有意义。这些意见已经与老师讨论过,之后,对加法和减法(统一)操作进行了一些教法方法上的安排,这有助于教学过程。

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