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Relationship Between Growth in Student Learning in Mathematics and Characteristics of Effective Teacher Professional Development.

机译:数学学习中学生的成长与有效教师专业发展的特征之间的关系。

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摘要

The primary purpose of this study was to determine significant relationships between growth in student learning in mathematics and characteristics of effective teacher professional development and teacher demographics. The goal was to determine whether certain characteristics of professional development, as measured by the Characteristics of Effective Professional Development survey (Soine, 2010) would significantly predict a growth in student learning over a one-year period of time in mathematics, grades 3-8. The five characteristics measured on the instrument were: (a) Collective Participation, (b) Focus on Teachers' Content Knowledge and How Students Learn Content, (c) Coherence with Teachers' Needs and Circumstances, (d) Active Learning in Classroom, and (e) Active Learning Beyond the Classroom. An additional variable: total time spent in professional development in mathematics, was added. Two multiple regression analyses were conducted. The first analysis was to determine whether certain characteristics of professional development were predictors of student learning. The second multiple regression analysis was conducted to determine whether certain teacher demographics predicted growth in student learning. The tool used to measure growth in student learning was the Measure of Academic Progress (Northwest Evaluation Association; NWEA, 2011). There were no statistically significant relationships found (p < .01) between any of the characteristics of professional development and growth in student learning (r = .38). The variable, Grade Level was found to be a statistically significant predictor of student learning, and found that the lower the grade level the higher the growth in Measure of Academic Progress scores ( p < .003). This is the only statistically significant relationship between growth in MAP scores and the four independent variables. A secondary purpose of this study was to determine whether there are statically significant grade level differences in types of professional development activities practiced between grade level bands 3-5 and 6-8. Multiple independent t-tests were conducted to determine whether there were any significant group differences between the independent variables: the five characteristics of professional development, plus hours spent on professional development activities and the dependent variable, grade level. The two-tailed values were all between p ≥ .103 and p ≥ .968, and can conclude that there are no significant differences between the means of the two groups. Further research needs to be done to continue to explore strategies for consistently implementing effective teaching practices. Furthermore, the results of this study indicate a need to find more effective ways to measure the implementation of effective practices learned from professional development activities.
机译:这项研究的主要目的是确定学生数学学习的增长与有效的教师专业发展和教师人口统计学特征之间的重要关系。目的是确定通过有效职业发展特征调查(Soine,2010年)测得的职业发展某些特征是否可以显着预测一年(3-8年级)数学学习的增长。该工具衡量的五个特征是:(a)集体参与;(b)关注教师的内容知识和学生如何学习内容;(c)与教师的需求和情况保持一致;(d)在课堂上积极学习;以及(e)课堂以外的主动学习。添加了另一个变量:用于数学专业发展的总时间。进行了两次多元回归分析。第一个分析是确定专业发展的某些特征是否是学生学习的预测因素。进行了第二次多元回归分析,以确定某些教师人口统计学是否预测学生学习的增长。衡量学生学习增长的工具是“学术进步的衡量标准”(西北评估协会; NWEA,2011年)。在专业发展和学生学习成长的任何特征之间均未发现统计学上显着的相关性(p <.01)(r = .38)。发现变量“年级水平”是学生学习的统计学上显着的预测指标,并且发现,年级水平越低,“学业进步成绩”度量值的增长就越高(p <.003)。这是MAP分数增长与四个独立变量之间唯一的统计上显着的关系。这项研究的第二个目的是确定在3-5级和6-8级之间进行的专业发展活动类型是否存在静态显着的年级差异。进行了多次独立的t检验,以确定自变量之间是否存在显着的群体差异:专业发展的五个特征,加上在专业发展活动上花费的时间以及因变量,等级水平。两尾数值均在p≥.103和p≥.968之间,可以得出结论,两组平均值之间没有显着差异。需要做进一步的研究以继续探索策略,以一致地实施有效的教学实践。此外,这项研究的结果表明需要找到更有效的方法来衡量从专业发展活动中学到的有效实践的执行情况。

著录项

  • 作者

    Henrikson, Robin.;

  • 作者单位

    Seattle Pacific University.;

  • 授予单位 Seattle Pacific University.;
  • 学科 Education Teacher Training.;Education Continuing.;Education Adult and Continuing.
  • 学位 Ph.D.
  • 年度 2013
  • 页码 121 p.
  • 总页数 121
  • 原文格式 PDF
  • 正文语种 eng
  • 中图分类
  • 关键词

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