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The 9th grade students’ mathematical understanding in problem solving based on Pirie-Kieren theory

机译:基于Pirie-Kieren理论的九年级学生对解决问题的数学理解

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The purpose of this study is to analyse the mathematical understanding in 9th grade students' problem solving based on Pirie-Kieren theory. The Pirie-Kieren theory provides a framework to evaluate the students' mathematical understanding in solving mathematical problem. The layers of mathematical understanding in Pirie-Kieren theory consist at primitive knowing, image making, image having, property noticing, formalising, observing, structuring, and inventizing. This study designed according to case study toward two students who are studying at one of primary school in Bandung district. The participants in this study were selected among voluntary students by considering their mathematics interesting and recommendation from the mathematics teacher. The data was collected by testing and interviewing. One problem solving item was posed for the mathematics test. The interview of this study was collected by through a semi-structured interview. The obtain data was descriptive analysis with qualitative approach based on Pirie-Kieren theory. The result show that two of participant was started working at image having layer and they have placed at formalising layer. The participants have lacked at primitive knowing and image making according to Pirie-Kieren theory.
机译:本研究的目的是基于Pirie-Kieren理论分析9年级学生解决问题的数学理解。 Pirie-Kieren理论为评估学生解决数学问题的数学理解提供了一个框架。 Pirie-Kieren理论中的数学理解层包括原始知识,图像制作,图像拥有,属性通知,形式化,观察,结构化和发明化。这项研究是根据个案研究设计的,针对的是两名在万隆地区一所小学就读的学生。通过考虑他们对数学的兴趣和数学老师的推荐,从自愿学生中选出了本研究的参与者。数据是通过测试和采访收集的。为数学测试提出了一个解决问题的项目。本研究的访谈是通过半结构化访谈收集的。所得数据采用基于Pirie-Kieren理论的定性方法进行描述性分析。结果表明,两个参与者开始在具有图像的图层上工作,并将他们放置在形式化图层上。根据Pirie-Kieren理论,参与者缺乏原始知识和图像制作能力。

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