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Knowing about not knowing: A cognitive view of mathematics anxiety.

机译:知道不知道:数学焦虑的认知观点。

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摘要

In order to close the gap that exists between the research areas of mathematics anxiety and mathematics learning, this study examined cognitive, metacognitive, and affective aspects of mathematics anxiety as well as students' mathematics performance and competence. One hundred and five grade 9 students, 51 males and 54 females, from two high schools in the same school board provided data on current and past final grades and anxiety measures, both general and specific to mathematics anxiety. A subset of 40 students was selected based on either high or low mathematics anxiety, and verbal protocols were collected while they solved six mathematical problems. Students ranked themselves and teachers ranked their students on how confident they felt about solving each problem. Two sets of marks were assigned to students' performance, one based on their written work only and the other one also taking into account knowledge evidenced from their verbalizations. As predicted, the more mathematics-anxious students showed greater awareness of their mathematical knowledge or the lack thereof, making significantly more coded statements for four out of the six variables that implied greater awareness. High-anxious students were less likely to consider continuing their mathematical education. Teachers overestimated their students' performance, while students underestimated their knowledge level, but more closely estimated the mark they would receive on a test regardless of anxiety level. Given that mathematics-anxious students seem aware of their lack of knowledge, any treatment of mathematics anxiety needs to include teaching not only mathematical knowledge, but also skills such as monitoring and reflecting about application of such knowledge to the solution process.
机译:为了弥合数学焦虑与数学学习研究领域之间的差距,本研究从数学焦虑的认知,元认知和情感方面以及学生的数学表现和能力方面进行了研究。来自同一校区两所高中的105名9年级学生,男51例,女54例,提供了有关当前和过去的最终成绩和焦虑测度的数据,包括一般和特定于数学焦虑的数据。根据高或低的数学焦虑症选择了40名学生的子集,并在解决六个数学问题时收集了口头协议。学生对自己进行排名,而老师对学生对解决每个问题的信心如何进行排名。为学生的表现分配了两组分数,一组仅基于他们的书面作品,另一组还考虑了从口头表达中获得的知识。如预料的那样,数学上更加焦虑的学生表现出对自己数学知识或缺乏数学知识的更高意识,对六个隐含着更高意识的变量中的四个做出了更多的编码说明。高焦虑的学生不太可能考虑继续接受数学教育。老师高估了学生的表现,而学生却低估了他们的知识水平,但更紧密地估计了他们在考试中获得的分数,而与焦虑水平无关。鉴于数学焦虑的学生似乎意识到自己缺乏知识,因此对数学焦虑的任何处理都不仅应包括教学数学知识,而且还应包括技能,例如监控和反思将这些知识应用于解决过程的过程。

著录项

  • 作者单位

    McGill University (Canada).;

  • 授予单位 McGill University (Canada).;
  • 学科 Education Mathematics.;Education Secondary.;Education Educational Psychology.
  • 学位 Ph.D.
  • 年度 2006
  • 页码 205 p.
  • 总页数 205
  • 原文格式 PDF
  • 正文语种 eng
  • 中图分类
  • 关键词

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