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Predicting Reading and Mathematics Delaware State Testing Program performance using the Measures of Academic Progress.

机译:使用学业进步测验预测阅读和数学特拉华州测验计划的表现。

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摘要

The purpose of this study was to determine how well the Northwest Evaluation Association's (NWEA) Measures of Academic Progress (MAP) Rasch Unit (RIT) scores predict fifth grade students' performance on the Reading and Mathematics Delaware State Testing Program (DSTP). To address the research questions, a non-experimental longitudinal predictive design was utilized. Data were collected from all fifth grade students in the Brandywine School District. A forward stepwise variable selection procedure of multiple regression was utilized to predict scores on the Reading and Mathematics DSTP assessments with the NWEA's Reading and Mathematics MAP RIT scores. Results suggest students' scores on the 2006 Fourth Grade Reading DSTP were the best predictor of fifth grade students' Reading DSTP scores (R2 = .62), while the Fall Mathematics MAP scores were the best predictor of fifth grade students' Mathematics DSTP scores (R2 = .75). When the 2006 Fourth Grade Reading DSTP scores were not included as independent variables, results indicated the Fall MAP RIT scores ( R2 = .54) were the best predictor of 2007 Fifth Grade Reading DSTP performance and the Fall MAP RIT scores (R 2 = .75) were the best predictor of 2007 Fifth Grade Mathematics DSTP performance. Moreover, results suggest the 2006 Fourth Grade Reading DSTP scores are the best predictor of Claymont (R2 = .63), Harlan (R2 = .59), and P. S. du Pont's (R2 = .68) fifth grade students' Reading DSTP performance as well as Claymont (R2 = .74), Harlan (R2 = .76), and P. S. du Pont's (R2 = .74) fifth grade Mathematics DSTP performance. When the 2006 Fourth Grade Reading DSTP scores were not included as an independent variable, results suggest the Fall MAP RIT scores were the best predictor of Claymont (R2 = .52), Harlan (R2 = .54), and P. S. du Pont's (R2 = .54) fifth grade students' Reading DSTP performance and Claymont (R2 = .74), Harlan (R2 = .77), and P. S. du Pont's ( R2 = .74) fifth grade students' Mathematics DSTP performance. One major limitation of this study is that data regarding low income status were not available. Future research on this topic should consider socioeconomic status.
机译:这项研究的目的是确定西北评估协会(NWEA)的学业进步测评(MAP)Rasch Unit(RIT)分数在阅读和数学特拉华州立考试计划(DSTP)上预测五年级学生表现的程度。为了解决研究问题,采用了非实验性的纵向预测设计。数据是从布兰迪万学区的所有五年级学生收集的。利用NWEA的Reading and Mathematics MAP RIT得分,采用多元回归的逐步逐步变量选择程序来预测Reading and Mathematics DSTP评估的得分。结果表明,2006年四年级阅读DSTP的学生分数是五年级学生阅读DSTP分数的最佳预测因子(R2 = .62),而秋季数学MAP分数是五年级学生数学DSTP分数的最佳预测因子( R2 = 0.75)。如果不将2006四年级阅读DSTP分数作为独立变量,则结果表明,秋季MAP RIT分数(R2 = .54)是2007年五年级阅读DSTP成绩和秋季MAP RIT分数(R 2 =)的最佳预测指标。 75)是2007年五年级数学DSTP表现的最佳预测指标。此外,结果表明,2006年四年级阅读DSTP分数是克莱蒙特(R2 = .63),哈伦(R2 = .59)和PS du Pont(R2 = .68)五年级学生阅读DSTP成绩的最佳预测指标,因为以及克莱蒙(R2 = .74),哈兰(R2 = .76)和PS杜邦(R2 = .74)五年级数学DSTP表现。当不包括2006年四年级阅读DSTP分数作为独立变量时,结果表明Fall MAP RIT分数是Claymont(R2 = .52),Harlan(R2 = .54)和PS du Pont(R2)的最佳预测指标= .54)五年级学生的阅读DSTP表现,而Claymont(R2 = .74),Harlan(R2 = .77)和PS du Pont(R2 = .74)五年级学生的数学DSTP表现。这项研究的一个主要局限性是没有关于低收入状态的数据。对此主题的未来研究应考虑社会经济地位。

著录项

  • 作者

    Hall-Michalcewiz, Jennifer.;

  • 作者单位

    Wilmington University (Delaware).;

  • 授予单位 Wilmington University (Delaware).;
  • 学科 Education Mathematics.;Education Reading.;Education Tests and Measurements.
  • 学位 Ed.D.
  • 年度 2008
  • 页码 120 p.
  • 总页数 120
  • 原文格式 PDF
  • 正文语种 eng
  • 中图分类
  • 关键词

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