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Misinformation, partial knowledge and guessing in true/false tests.

机译:错误信息,部分知识以及对/错测试的猜测。

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CONTEXT: Examiners disagree on whether or not multiple choice and true/false tests should be negatively marked. Much of the debate has been clouded by neglect of the role of misinformation and by vagueness regarding both the specification of test types and 'partial knowledge' in relation to guessing. Moreover, variations in risk-taking in the face of negative marking have too often been treated in absolute terms rather than in relation to the effect of guessing on test unreliability. OBJECTIVES: This paper aims to clarify these points and to compare the ill-effects on test reliability of guessing and of variable risk-taking. METHODS: Three published studies on medical students are examined. These compare responses in true/false tests obtained with both negative marking and number-right scoring. The studies yield data on misinformation and on the extent to which students may fail to benefit from distrusted partial knowledge when there is negative marking. A simple statistical model is used to compare variations in risk-taking with test unreliability due to blind guessing under number-right scoring conditions. CONCLUSIONS: Partial knowledge should be least problematic with independent true/false items. The effect on test reliability of blind guessing under number-right conditions is generally greater than that due to the over-cautiousness of some students when there is negative marking.
机译:语境:考官对于是否应该对多项选择题和对错题进行否定有不同意见。由于忽略了错误信息的作用以及对测试类型的规范和与猜测有关的“部分知识”的含糊不清,许多辩论已蒙上阴影。而且,面对否定标记时冒险行为的变化常常以绝对术语来对待,而不是与猜测对测试不可靠性的影响有关。目的:本文旨在澄清这些要点,并比较猜测和可变风险承担对测试可靠性的不良影响。方法:审查了三项有关医学生的研究。这些比较通过负号和数字右得分获得的对/错测试中的响应。这项研究产生了有关错误信息的数据,以及当存在负面标记时学生可能无法从不信任的部分知识中受益的程度的数据。一个简单的统计模型用于比较在数字正确评分条件下由于盲目猜测导致的风险承担变化与测试不可靠性。结论:对于独立的正确/错误项目,部分知识应最少存在问题。在数字正确的情况下,对盲目猜测的测试可靠性的影响通常要大一些,这是由于某些学生在出现负号时过于谨慎。

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