Math

数学
  • 文章类型: Journal Article
    2014年,发展教育成为佛罗里达州许多大学生的选择,不管之前的学术准备。这项研究调查了准备不足的大学初等(FTIC)学生的第一学期数学课程入学模式,这些学生以前曾被要求参加发展数学以及选择参加中级代数(最常见的入门数学课程)的学生的通过率。我们发现大约三分之一的准备不足的学生注册了发展数学,第三个注册了中级代数,大约有三分之一没有参加任何数学课程,准备水平与注册途径有关。在那些注册中级代数的人中,在同一学期也有一小部分人注册了发展数学,无论是通过压缩课程还是共同课程,与没有发展支持的准备不足的学生相比,获得同一学期发展支持的FTIC学生更有可能通过中级代数。
    In 2014, developmental education became optional for many college students in Florida, regardless of prior academic preparation. This study investigated first-semester math course enrollment patterns for underprepared first-time-in-college (FTIC) students who would have previously been required to take developmental math and the passing rates for the students electing to take Intermediate Algebra (the most common gateway math course in Florida). We found that roughly a 3rd of underprepared students enrolled in developmental math, a 3rd enrolled in Intermediate Algebra, and roughly a 3rd enrolled in no math course whatsoever, with preparation level being related to enrollment pathways. Among those who enrolled in Intermediate Algebra, a small percentage also enrolled in developmental math in the same semester, either through a compressed or corequisite course, and FTIC students who received same-semester developmental support were more likely to pass Intermediate Algebra compared with similar underprepared students who took Intermediate Algebra without developmental support.
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  • 文章类型: Journal Article
    许多学习障碍研究都依赖于分类分类框架,该框架使用心理测验和切点来识别有阅读或数学困难的儿童。然而,越来越多的证据表明,阅读和数学学习障碍的属性是维度的,表示严重程度的相关连续性。我们讨论了与阅读和数学残疾的分类和维度方法相关的问题,和他们的共病协会,强调使用切点和相关评估的问题。提供了两个模拟,其中一组认知和成就数据的相关结构是从没有分类结构的单个种群中模拟的。模拟产生的轮廓与报告的轮廓差异非常相似,这表明模式是数据的切点和相关结构的乘积。如果维度方法更好地符合学习障碍的属性,可能会出现新的概念化和更好的识别和干预方法,特别是对于阅读和数学困难的共病协会。
    Much of learning disabilities research relies on categorical classification frameworks that use psychometric tests and cut points to identify children with reading or math difficulties. However, there is increasing evidence that the attributes of reading and math learning disabilities are dimensional, representing correlated continua of severity. We discuss issues related to categorical and dimensional approaches to reading and math disabilities, and their comorbid associations, highlighting problems with the use of cut points and correlated assessments. Two simulations are provided in which the correlational structure of a set of cognitive and achievement data are simulated from a single population with no categorical structures. The simulations produce profiles remarkably similar to reported profile differences, suggesting that the patterns are a product of the cut point and the correlational structure of the data. If dimensional approaches better fit the attributes of learning disability, new conceptualizations and better methods to identification and intervention may emerge, especially for comorbid associations of reading and math difficulties.
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