Are 9th Grade Students Ready to Engage in the Theoretical Discursive Process in Geometry?

IF 1.2 Q2 EDUCATION & EDUCATIONAL RESEARCH
Yavuz Karpuz, Bülent Güven
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引用次数: 0

Abstract

This study was conducted to examine whether newly enrolled 9th grade students were ready to directly engage in the theoretical discursive process from the perspective of Duval’s Cognitive Model. The sample of the study was comprised of 51 newly-enrolled 9thgrade students between the ages of 14 and 15, who had not received any prior geometry instruction. These 51 students were posed two open-ended questions that would enable them to make a transition between perceptual and discursive apprehension. The qualitative data obtained from the open-ended questions were classified into three categories, and clinical interviews were held with three students from each category. According to the findings obtained from the study, many of the students could not display the necessary behaviors for theoretical discursive process. Students were mostly unsuccessful in converting discursive information into perceptual information, in writing discursive information based on perceptual information, and making inferences based on discursive information. These findings indicate that recent graduates of secondary school are not ready enough to directly engage in theoretical discursive process and, thus, they could experience difficulties in such high order skills as providing proof requiring the theoretical discursive process. 
九年级学生准备好参与几何的理论论述过程了吗?
本研究从Duval认知模型的角度考察初三新生是否做好了直接参与理论话语过程的准备。这项研究的样本包括51名新入学的9年级学生,年龄在14到15岁之间,他们之前没有接受过任何几何教学。这51名学生被提出了两个开放式问题,使他们能够在感知和话语理解之间进行过渡。从开放式问题中获得的定性数据分为三类,并与每三类的三名学生进行临床访谈。从研究结果来看,许多学生不能表现出理论话语过程所必需的行为。学生在将语篇信息转化为感知信息、根据感知信息撰写语篇信息、根据语篇信息进行推理方面大多不成功。这些发现表明,中学应届毕业生还没有准备好直接参与理论话语过程,因此,他们在提供需要理论话语过程的证据等高阶技能方面可能会遇到困难。
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来源期刊
CiteScore
2.90
自引率
20.00%
发文量
41
期刊介绍: The International Journal of Research in Undergraduate Mathematics Education is dedicated to the interests of post secondary mathematics learning and teaching. It welcomes original research, including empirical, theoretical, and methodological reports of learning and teaching of undergraduate and graduate students.The journal contains insights on mathematics education from introductory courses such as calculus to higher level courses such as linear algebra, all the way through advanced courses in analysis and abstract algebra. It is also a venue for research that focuses on graduate level mathematics teaching and learning as well as research that examines how mathematicians go about their professional practice. In addition, the journal is an outlet for the publication of mathematics education research conducted in other tertiary settings, such as technical and community colleges. It provides the intellectual foundation for improving university mathematics teaching and learning and it will address specific problems in the secondary-tertiary transition. The journal contains original research reports in post-secondary mathematics. Empirical reports must be theoretically and methodologically rigorous. Manuscripts describing theoretical and methodological advances are also welcome.
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