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Blooms' Separation of the Final Exam of Engineering Mathematics II: Item Reliability using Rasch Measurement Model

机译:绽放“工程数学期末考试的分离II:使用Rasch测量模型的项目可靠性

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In engineering studies and researches, Mathematics is one of the main elements which express physical, chemical and engineering laws. Therefore, it is essential for engineering students to have a strong knowledge in the fundamental of mathematics in order to apply the knowledge to real life issues. However, based on the previous results of Mathematics Pre-Test, it shows that the engineering students lack the fundamental knowledge in certain topics in mathematics. Due to this, apart from making improvements in the methods of teaching and learning, studies on the construction of questions (items) should also be emphasized. The purpose of this study is to assist lecturers in the process of item development and to monitor the separation of items based on Blooms' Taxonomy and to measure the reliability of the items itself usingRasch Measurement Model as a tool. By using Rasch Measurement Model, the final exam questions of Engineering Mathematics II (Linear Algebra) for semester 2 sessions 2012/2013 were analysed and the results will provide the details onthe extent to which the content of the item providesuseful information about students' ability. This study reveals that the items used in Engineering Mathematics II (Linear Algebra) final exam are well constructed but the separation of the items raises concern as it is argued that it needs further attention, as there is abig gap between items at several levels of Blooms' cognitive skill.
机译:在工程研究和研究中,数学是表达物理,化学和工程法的主要元素之一。因此,工程学生必须在数学基础上具有强烈知识,以将知识应用于现实生活问题。然而,根据以前的数学结果进行预测试,它表明工程师学生缺乏数学某些主题的基本知识。由于这一点,除了改善教学和学习方法,还应强调有关建设问题的研究(项目)。本研究的目的是协助讲师在项目开发过程中,并根据盛开的分类监测物品的分离,并测量物品本身作为工具的物品本身的可靠性。通过使用RASCH测量模型,分析了学期的工程数学II(Linear代数)的最终考试问题2012/2013,结果将提供关于物品内容提供有关学生能力信息的程度的详细信息。本研究表明,工程数学II(线性代数)最终考试中使用的物品良好建造,但物品的分离提出了关注,因为它需要进一步关注,因为有几个盛开的物品之间存在缩小差距。 '认知技能。

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