PSM7和PSM8:验证两个解决问题的措施。

Journal of applied measurement Pub Date : 2017-01-01
Jonathan D Bostic, Toni A Sondergeld, Timothy Folger, Lance Kruse
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引用次数: 0

摘要

2011-2013年,美国广泛采用了新的数学标准。解决问题是这些新标准的一个核心方面。考虑到新的标准和数学解决问题的重要性,我们需要有效和可靠的评估来衡量学生与这些标准相关的能力。此外,Rasch测量技术在验证研究中支持心理测量分析,有效地测量学生和项目的属性,这是真实得分理论所不能提供的。本文建立在过去的研究基础上(见Bostic和Sondergeld, 2015a, 2015b),并对七年级和八年级的两个相关问题解决措施进行了有效性研究。本验证性研究的结果表明,七年级和八年级的问题解决措施有足够的证据证明他们的使用。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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PSM7 and PSM8: Validating Two Problem-solving Measures.

New mathematics standards were adopted broadly across the United States of America between 2011-2013. Problem solving is a central facet of these new standards. Given new standards and the prominence of mathematical problem solving, there is a need for valid and reliable assessments that measure students' abilities related to those standards. Moreover, Rasch measurement techniques support psychometric analyses during validation studies, effectively measuring students' and items' properties in ways not afforded by true score theory. This manuscript builds upon past research (see Bostic and Sondergeld, 2015a, 2015b) with a validity study of two related problem-solving measures for grades seven and eight. Results from this validation study indicated that the problem-solving measures for grades seven and eight had sufficient evidence for their use.

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