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Interpreting force concept inventory scores: Normalized gain and SAT scores

机译:解释力概念库存分数:规范化增益和SAT分数

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Preinstruction SAT scores and normalized gains class="aps-inline-formula">(G) on the force concept inventory (FCI) were examined for individual students in interactive engagement (IE) courses in introductory mechanics at one high school class="aps-inline-formula">(N=335) and one university class="aps-inline-formula">(N=292), and strong, positive correlations were found for both populations ( class="aps-inline-formula">r=0.57 and class="aps-inline-formula">r=0.46, respectively). These correlations are likely due to the importance of cognitive skills and abstract reasoning in learning physics. The larger correlation coefficient for the high school population may be a result of the much shorter time interval between taking the SAT and studying mechanics, because the SAT may provide a more current measure of abilities when high school students begin the study of mechanics than it does for college students, who begin mechanics years after the test is taken. In prior research a strong correlation between FCI class="aps-inline-formula">G and scores on Lawsona€?s Classroom Test of Scientific Reasoning for students from the same two schools was observed. Our results suggest that, when interpreting class average normalized FCI gains and comparing different classes, it is important to take into account the variation of studentsa€? cognitive skills, as measured either by the SAT or by Lawsona€?s test. While Lawsona€?s test is not commonly given to students in most introductory mechanics courses, SAT scores provide a readily available alternative means of taking account of studentsa€? reasoning abilities. Knowing the studentsa€? cognitive level before instruction also allows one to alter instruction or to use an intervention designed to improve studentsa€? cognitive level.
机译:列引发SAT分数和标准化增益 在互动参与中的个别学生审查了力概念清单(FCI)上的 g 。 (IE)中的介绍力学课程在一个高中<跨度类=“APS-直列式”> <数学的xmlns =“http://www.w3.org/1998/Math/MathML”显示=“内联”> n = 335 和一个大学 class =“aps-inline-arousion”> n = 292 群体( class =“aps-inline-fapers”> r = 0.57 和 class =”aps-直列形式Ula“> r = < Mn> 0.46 ,)。这些相关性可能是由于认知技能和学习物理学中的抽象推理的重要性。高中人口的相关系数越大,采取SAT和学习力学之间的时间间隔较短,因为饱和时间可以提供更新的高中学生开始研究力学研究的能力。对于大学生,谁开始力学几年考试的拍摄后。在先前的研究中,FCI 之间的强烈相关性G 以及律师的评分€€?课堂测试对同一学校的学生的科学推理的课堂测试。我们的研究结果表明,在解释课程平均规范化的FCI增益并比较不同的类时,重要的是考虑学生的变化€?认知技能,如饱和或律师的测试所衡量的。虽然Lawsona€?S测试不常见于大多数介绍性机制课程的学生,但SAT分数提供了考虑到学生的易用替代手段?推理能力。了解学生€?教学前的认知水平还允许一个人改变指令或使用旨在改善学生的干预措施吗?认知水平。

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