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A structural equation model looking at student’s participatory behavior and their success in Calculus I

机译:一个结构方程模型研究学生的参与行为及其在微积分I中的成功

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摘要

BackgroundGovernment projections in the USA indicate that the country will need a million more science, technology, engineering, and mathematics (STEM) graduates above and beyond those already projected by the year 2022. Of crucial importance to the STEM pipeline is success in Calculus I, without which continuation in a STEM major is not possible. The STEM community at large, and mathematics instructors specifically, need to understand factors that influence and promote success in order to mitigate the alarming attrition trend. Previous work in this area has defined success singularly in terms of grades or persistence; however, these definitions are somewhat limiting and neglect the possible mediating effects of affective constructs like confidence, mindset, and enjoyment on the aforementioned markers of success. Using structural equation modeling, this paper explored the effect of participation on grades in freshman college calculus and investigated whether these effects were mediated by affective variables.
机译:背景美国的政府预测表明,到2022年,美国将需要超过一百万的科学,技术,工程和数学(STEM)毕业生。对于STEM流程,至关重要的是在微积分I中取得成功,没有STEM专业,就不可能继续。整个STEM社区,尤其是数学教师,需要了解影响和促进成功的因素,以减轻令人震惊的损耗趋势。在该领域以前的工作已经根据等级或持久性单独定义了成功;然而,这些定义在某种程度上是局限性的,并且忽略了情感构筑的可能的中介作用,例如信心,思维方式和享受对上述成功标志的影响。本文使用结构方程模型,探讨了参与对新生大学预科课程成绩的影响,并研究了这些影响是否由情感变量介导。

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