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多次重考高风险研究生医学考试:MRCP(UK)考试表现的非线性多层级建模。

Resitting a high-stakes postgraduate medical examination on multiple occasions: nonlinear multilevel modelling of performance in the MRCP(UK) examinations.

机构信息

Academic Centre for Medical Education, Division of Medical Education, University College London, Gower Street, London, WC1E 6BT, UK.

出版信息

BMC Med. 2012 Jun 14;10:60. doi: 10.1186/1741-7015-10-60.

Abstract

BACKGROUND

Failure rates in postgraduate examinations are often high and many candidates therefore retake examinations on several or even many times. Little, however, is known about how candidates perform across those multiple attempts. A key theoretical question to be resolved is whether candidates pass at a resit because they have got better, having acquired more knowledge or skills, or whether they have got lucky, chance helping them to get over the pass mark. In the UK, the issue of resits has become of particular interest since the General Medical Council issued a consultation and is considering limiting the number of attempts candidates may make at examinations.

METHODS

Since 1999 the examination for Membership of the Royal Colleges of Physicians of the United Kingdom (MRCP(UK)) has imposed no limit on the number of attempts candidates can make at its Part 1, Part 2 or PACES (Clinical) examination. The present study examined the performance of candidates on the examinations from 2002/2003 to 2010, during which time the examination structure has been stable. Data were available for 70,856 attempts at Part 1 by 39,335 candidates, 37,654 attempts at Part 2 by 23,637 candidates and 40,303 attempts at PACES by 21,270 candidates, with the maximum number of attempts being 26, 21 and 14, respectively. The results were analyzed using multilevel modelling, fitting negative exponential growth curves to individual candidate performance.

RESULTS

The number of candidates taking the assessment falls exponentially at each attempt. Performance improves across attempts, with evidence in the Part 1 examination that candidates are still improving up to the tenth attempt, with a similar improvement up to the fourth attempt in Part 2 and the sixth attempt at PACES. Random effects modelling shows that candidates begin at a starting level, with performance increasing by a smaller amount at each attempt, with evidence of a maximum, asymptotic level for candidates, and candidates showing variation in starting level, rate of improvement and maximum level. Modelling longitudinal performance across the three diets (sittings) shows that the starting level at Part 1 predicts starting level at both Part 2 and PACES, and the rate of improvement at Part 1 also predicts the starting level at Part 2 and PACES.

CONCLUSION

Candidates continue to show evidence of true improvement in performance up to at least the tenth attempt at MRCP(UK) Part 1, although there are individual differences in the starting level, the rate of improvement and the maximum level that can be achieved. Such findings provide little support for arguments that candidates should only be allowed a fixed number of attempts at an examination. However, unlimited numbers of attempts are also difficult to justify because of the inevitable and ever increasing role that luck must play with increasing numbers of resits, so that the issue of multiple attempts might be better addressed by tackling the difficult question of how a pass mark should increase with each attempt at an exam.

摘要

背景

研究生考试的失败率往往很高,因此许多考生会多次参加考试。然而,人们对考生在多次尝试中的表现知之甚少。需要解决的一个关键理论问题是,考生是否因为获得了更多的知识或技能而通过了补考,或者他们是否只是运气好,碰巧帮助他们通过了及格线。在英国,自从医学总会发布咨询意见并考虑限制考生参加考试的次数以来,补考问题引起了特别关注。

方法

自 1999 年以来,英国皇家内科医师学会会员资格考试(MRCP(UK))对考生在其第一部分、第二部分或 PACES(临床)考试中的尝试次数没有限制。本研究检查了 2002/2003 年至 2010 年期间考生在考试中的表现,在此期间考试结构保持稳定。第一部分有 70856 次尝试,涉及 39335 名考生,第二部分有 37654 次尝试,涉及 23637 名考生,PACES 有 40303 次尝试,涉及 21270 名考生,最大尝试次数分别为 26、21 和 14。使用多层次建模分析数据,为每个考生的表现拟合负指数增长曲线。

结果

每次尝试,参加评估的考生人数呈指数下降。考生的表现随着尝试次数的增加而提高,第一部分的考试结果表明,考生在第十次尝试时仍在提高,第二部分和 PACES 的第四次尝试时也有类似的提高。在第二部分和 PACES 的第六次尝试时,考生的表现达到了最佳水平。随机效应模型显示,考生从一个起始水平开始,每次尝试的表现都会有所提高,考生的表现存在一个最大值,达到了最佳水平。考生的起始水平、提高速度和最大水平存在差异。对三个部分(场次)的纵向表现进行建模表明,第一部分的起始水平预测了第二部分和 PACES 的起始水平,第一部分的提高速度也预测了第二部分和 PACES 的起始水平。

结论

考生在至少第十次参加 MRCP(UK)第一部分考试时,仍表现出明显的真实提高,尽管在起始水平、提高速度和可达到的最大水平方面存在个体差异。这些发现几乎没有支持考生只能参加固定次数考试的论点。然而,由于随着补考次数的增加,运气的作用不可避免地越来越大,无限次的补考也很难证明其合理性,因此解决多次补考的问题可能更好的方法是解决如何根据考生在考试中的每次尝试来提高及格线这一难题。

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