通过语言智能教授数学

Millard R. Mamhot, T. Havranek, Alice A. Mamhot
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引用次数: 2

摘要

本文是基于2009-2010年7月进行的一项准实验。在西利曼大学第一学期开设的大学预科代数课程的六个部分中,随机选择一个部分采用口头语言教学,另一个部分作为对照。对照组采用传统的讲课方法。祭司被分配给两个部分以及后期测试。所涵盖的主题是(a)代数表达式的运算和(b)因式分解。实验组37人,对照组33人。使用协方差分析方法对数据进行分析后,计算得到的预测试的F + +值为26.276,p + +值为0.00;言语测试和控制之间处理的F + +值为5.817,p + +值为0.019。第一个p = 0.00表示前测试结果和后测试结果之间存在关系,因此,控制组和实验组之间的平均值差异是由于教学方法造成的。治疗的第二个p值为0.019,这意味着使用口头语言教学方法的小组比使用传统讲座方法的小组表现得更好。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Teaching Mathematics through VerbalLinguistic Intelligence
This paper is based on a quasiexperiment conducted last SY 2009-2010. From six sections of PreCollege Algebra course offered during first semester in Silliman University, one section was randomly chosen to be taught using verballinguistic approach and another section was chosen as the control. The control section made use of the traditional lecture method. Preests were given to both sections as well as posttests. The topics covered were (a) operations on algebraic expressions, and (b) factoring. There were 37 students in the experimental group and 33 in the control group. After the data had been analyzed using the method of Analysis of Covariance, the computed Fvalue for the pretest is 26.276 with pvalue of 0.00 and the Fvalue for treatment between VerbalLinguistic and Control is 5.817 with pvalue of 0.019. The first pvalue of 0.00 signified that there is a relationship between pretest results and posttest results and hence, the difference in the means between the control and experimental groups is due to teaching methods. The second pvalue of 0.019 on treatment implies that the group that received using the methods of Verballinguistic instruction performed better than those that received using the traditional lecture method.
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