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An examination of the necessity for students to take developmental algebra before college -level mathematics.

机译:在上大学数学之前,检查学生学习发展代数的必要性。

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摘要

The study was designed to determine which of two prerequisites was the better predictor of persistence and success in college-level algebra: (1) successfully completing developmental algebra or (2) scoring above the cutoff for college algebra on the Computerized Placement Test (CPT). Also, a CPT algebra cutoff score that maximized the portion of students correctly placed in college algebra was determined. The study was of a two year duration in a North Carolina community college.;Data were collected from information databases stored on the college's mainframe computer. Data were analyzed using descriptive statistics and contingency tables to determine and compare success and persistence rates. Chi-square was used to examine whether student academic success in developmental algebra was related to success and persistence in college algebra. Logistic regression and contingency tables were used to investigate a CPT algebra cutoff score that maximized correct placement in college algebra.;The findings from the study revealed that students who enrolled in college algebra by successfully completing developmental algebra persisted at a lower rate and succeeded at a lower rate than students who enrolled in college algebra by scoring above the CPT algebra cutoff score. The relationship between completing developmental algebra and success in college algebra was found to be statistically significant at the 0.05 level. Further, a phi coefficient of −0.047 indicated that developmental algebra was likely to be very weakly associated with being unsuccessful in college algebra. Similarly, the relationship between completing developmental algebra and persistence in college was found to be statistically significant at the 0.05 level. In addition, a phi coefficient of −0.054 indicated that developmental algebra was likely to be very weakly associated with withdrawal from college algebra. Findings also revealed that students, who were required to take more than one developmental mathematics course to enroll in college algebra, withdrew much less than expected. Possible implications of these findings were presented and recommendations for further research were made.
机译:该研究旨在确定以下两个先决条件中的哪一个是更好的预测大学代数的持久性和成功的指标:(1)成功完成发展代数或(2)在计算机分班考试(CPT)上达到大学代数的临界值以上。此外,确定了CPT代数截止分数,该分数使正确放置在大学代数中的学生比例最大化。该研究在北卡罗来纳州社区大学进行了为期两年的研究;数据是从存储在该大学大型计算机上的信息数据库中收集的。使用描述性统计数据和列联表分析数据,以确定和比较成功率和持续率。卡方检验用于检验学生在发展代数方面的学术成就是否与大学代数的成就和毅力有关。 Logistic回归和列联表用于调查CPT代数截止分数,该分数最大程度地提高了大学代数的正确位置。研究结果表明,通过成功完成发展代数而报名参加大学代数的学生坚持率较低,并且成功比CPT代数截止分数高的学生,其入学率要比大学代数的学生低。发现完成发展代数与大学代数成功之间的关系在0.05水平上具有统计学意义。此外,phi系数为-0.047表示发展代数与大学代数不成功的关联可能非常弱。同样,发现发展代数与大学持久性之间的关系在0.05水平上具有统计学意义。此外,phi系数为-0.054表示发展代数与退出大学代数的关联性很弱。调查结果还显示,要求参加一门以上发展数学课程才能上大学代数课程的学生,退学的幅度比预期的要少得多。提出了这些发现的可能含义,并提出了进一步研究的建议。

著录项

  • 作者

    Givens, Lynn Marie.;

  • 作者单位

    The University of Texas at Austin.;

  • 授予单位 The University of Texas at Austin.;
  • 学科 Education Community College.;Education Mathematics.
  • 学位 Ed.D.
  • 年度 1999
  • 页码 131 p.
  • 总页数 131
  • 原文格式 PDF
  • 正文语种 eng
  • 中图分类
  • 关键词

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