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The effects of a Question and Action strategy on the mathematical word problem-solving skills of students with learning problems in mathematics.

机译:问题和行动策略对有数学学习问题的学生解决数学单词问题的能力的影响。

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摘要

A limited body of research has investigated the mathematical word problem-solving skills of high school students with learning problems in mathematics. The purpose of this study was to examine the effects of a cognitive and meta-cognitive, Question and Action strategy (QAS) on the acquisition, follow-up, generalization skills, and word problem-solving errors of high school students with learning problems in mathematics. This study employed a quasi-experimental design with repeated measures. Forty-seven high school students in grades nine to twelve enrolled in resource mathematics courses participated in the study. Twenty-six students in the treatment group received the intervention, while twenty-one students in the comparison group received traditional mathematical word problem-solving instruction. The study lasted twelve weeks. It is hypothesized that there is no statistically significant differences between the mathematical word problem-solving skills, follow-up skills, generalization skills, and error types of students with learning problems in mathematics who received the QAS instruction compared to those who received traditional mathematical word problem-solving instruction. T-test for correlated samples and independent t-test was used to analyze differences between groups on the dependent variables to determine whether they are statistically different from each other (Merten, 1998). Chi-square was used for the statistical analysis of error analysis data. To reject the null hypothesis, the alpha was set at the .05 levels for all tests of statistical significance. Descriptive statistics was used to compute and organize other study data. Data analysis showed significant differences between the acquisition, follow-up, and generalization of mathematical word problem-solving skills, and error types of students who received QAS compared to those who received traditional instruction.; The results of this study indicate that a cognitive and meta-cognitive, QAS improved the acquisition, follow-up, and generalization of mathematical word problem-solving skills of high school students with learning problems in mathematics. Also, QAS reduced the mathematical word problem-solving errors and frequency of occurrence. Caution should be exercised in interpreting study findings due to small sample size, nonrandomization, and other internal validity issues of nonequivalent, comparison group quasi-experimental designs. The implications of study findings, directions for future research, and conclusions were discussed.
机译:有限的研究已经调查了在数学上有学习问题的高中生解决数学单词问题的能力。这项研究的目的是研究认知和元认知,问题与行动策略(QAS)对高中生学习障碍学生的习得,跟进,泛化技能和单词问题解决错误的影响。数学。本研究采用具有重复测量的准实验设计。参加资源数学课程的9至12年级的47名高中学生参加了这项研究。治疗组中的26名学生接受了干预,而对照组中的21名学生接受了传统的数学单词解决问题的指导。研究持续了十二周。假设与接受传统数学单词的学生相比,接受QAS指导的数学单词解决问题的技能,跟进技能,归纳技能和错误类型在数学上没有统计学上的显着差异解决问题的指示。相关样本的t检验和独立t检验用于分析因变量上各组之间的差异,以确定它们在统计学上是否彼此不同(Merten,1998)。卡方用于误差分析数据的统计分析。为了拒绝零假设,所有具有统计意义的检验的alpha均设置为.05。描述性统计数据用于计算和组织其他研究数据。数据分析显示,与传统教学相比,接受QAS的学生在数学,单词解决问题的技能的习得,跟进和推广以及错误类型之间存在显着差异。这项研究的结果表明,认知和元认知QAS改善了具有数学学习问题的高中学生数学单词问题解决能力的获得,跟进和推广。而且,QAS减少了数学单词解决问题的错误和出现的频率。由于样本量小,非随机化和其他不等效的比较组准实验设计的内部有效性问题,在解释研究结果时应谨慎行事。讨论了研究结果的含义,未来研究的方向和结论。

著录项

  • 作者

    Muoneke, Ada Felicitas.;

  • 作者单位

    The University of Texas at Austin.;

  • 授予单位 The University of Texas at Austin.;
  • 学科 Education Mathematics.; Education Curriculum and Instruction.; Education Secondary.
  • 学位 Ph.D.
  • 年度 2001
  • 页码 214 p.
  • 总页数 214
  • 原文格式 PDF
  • 正文语种 eng
  • 中图分类 教育;中等教育;
  • 关键词

  • 入库时间 2022-08-17 11:47:14

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