Examining Prospective Primary School Mathematics Teachers’ Algebraic Habits of Mind in the Context of Problem Solving

E. Bilgiç, Z. Argün
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Abstract

The aim of this research is to examine the algebraic mind habits in the context of problem solving of elementary mathematics teacher candidates within the pedagogical field. The study which was dominated by qualitative paradigm was done in the pattern of case study. With this aim, data were gathered from 30 prospective teachers via “Algebraic Habits of Mind Worksheet” and interviews. The data were analyzed in the light of the components of theoretical title of algebraic habits of mind and according to the stages of descriptive analysis. The teacher candidates made solutions based on memorizations without writing what is given and wanted; however they clearly wrote what is given and wanted in the last two problems. While this seems to be a form of rules that represent direct functions in the questions seen as exercises; it causes them to use the thinking / reverse thinking step more actively when they are perceived as problems. At the interviews, it is seen that the fourth grade prospective teachers are more detailed about the construction on their stunets’ knowledge  than the first grade prospective students and that the first grade only focuses on solving.
解题情境下小学数学教师代数思维习惯的考察
本研究的目的是检视初等数学教师候选人在解决问题时的代数思维习惯。以定性范式为主的研究以个案研究的方式进行。为此,通过“代数思维习惯练习表”和访谈,从30名准教师中收集数据。按照代数思维习惯理论标题的组成部分,按照描述性分析的阶段对数据进行分析。考生老师根据背诵的内容来解决问题,而不写下给定的和想要的内容;然而,在最后两个问题中,他们清楚地写了给定的和需要的。虽然这似乎是一种规则形式,在被视为练习的问题中代表直接功能;当他们被认为是问题时,这会使他们更积极地使用思考/反向思考步骤。在访谈中,我们可以看到四年级的准老师比一年级的准老师对自己的特技知识的建构更为细致,而一年级的准老师只注重解决。
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