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The Relationship of Multiplication Tables and Fraction Operations to Learning Algebra.

机译:乘法表和分数运算与学习代数的关系。

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摘要

In 2007, only 36% of eighth grade students were performing at or above the proficient level in math. The purpose of this study was to investigate if practice in multiplication tables and fractions improves student learning in Algebra I. The theoretical framework of this study was based on the assumption of direct teaching that drill and practice are necessary to reinforce prior knowledge for acquisition of new knowledge. This study incorporated a mixed methods design in order to gather quantitative data and qualitative data to assess how knowledge of multiplication tables and fractions affected student learning of algebra. This mixed methods study was undertaken to investigate the quantitative relationships between student treatment groups and a control group and to qualitatively investigate students' perceptions of learning algebra. The key question asked if there was a relationship between drill and practice in multiplication tables and fractions and demonstrated learning of algebra. This study used a multiplication treatment group, a fraction treatment group, and a control group to investigate the effects of frequent drill and practice and learning algebra. Independent sample t tests compared the mean differences between pretest and posttest scores among treatment and control groups. Themes in student responses to an end of study survey were identified and discussed. Results demonstrated a statistically significant relationship between frequent practice of fraction skills and multiplication tables and improved learning in algebra. Qualitative data showed that many algebra students recognized that student knowledge of multiplication tables and fractions improved their ability to learn algebra. Results provide support for including fraction and multiplication drills in algebra which can lead to greater student learning in algebra.
机译:在2007年,只有36%的八年级学生的表现达到或高于数学熟练水平。这项研究的目的是研究乘法表和分数的练习是否可以提高代数I的学生学习。这项研究的理论框架是基于以下假设:直接教学的前提是演习和练习对于强化新知识的获得是必不可少的。知识。本研究采用了混合方法设计,以收集定量数据和定性数据,以评估乘法表和分数的知识如何影响学生的代数学习。这项混合方法研究旨在调查学生治疗组与对照组之间的定量关系,并定性调查学生对学习代数的看法。关键问题询问乘法表和分数中的练习与练习之间是否存在关系,并证明了对代数的学习。本研究使用乘法治疗组,分数治疗组和对照组来研究频繁的练习以及练习和学习代数的影响。独立样本t检验比较了治疗组和对照组之间测试前和测试后得分之间的平均差异。确定并讨论了学生对学习结束调查的回答中的主题。结果表明,分数技巧和乘法表的频繁练习与代数学习的改善之间存在统计学上的显着关系。定性数据显示,许多代数学生认识到,学生对乘法表和分数的了解提高了他们学习代数的能力。结果为在代数中包括分数和乘法练习提供了支持,这可以导致学生在代数中学习更多。

著录项

  • 作者

    Willis, Allen Kent.;

  • 作者单位

    Walden University.;

  • 授予单位 Walden University.;
  • 学科 Education Mathematics.;Education Leadership.
  • 学位 Ed.D.
  • 年度 2011
  • 页码 167 p.
  • 总页数 167
  • 原文格式 PDF
  • 正文语种 eng
  • 中图分类 建筑科学;
  • 关键词

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