医学生进展考试表现及其与元认知、批判性思维和自我调节学习策略的关系。

Medical Student Progress Examination Performance and Its Relationship With Metacognition, Critical Thinking, and Self-Regulated Learning Strategies.

机构信息

C. Chang is assistant professor, Office of Medical Education Research and Development and Department of Epidemiology and Biostatistics, College of Human Medicine, Michigan State University, East Lansing, Michigan; ORCID: https://orcid.org/0000-0002-2106-2476 .

M. Colón-Berlingeri is assistant professor, Department of Physiology, College of Natural Science, Michigan State University, East Lansing, Michigan.

出版信息

Acad Med. 2021 Feb 1;96(2):278-284. doi: 10.1097/ACM.0000000000003766.

Abstract

PURPOSE

Metacognition and critical thinking are essential for academic success. The relationship between these components and medical student learning, as assessed with progress examinations, informs curriculum development and efforts to ensure learning progression of all students. This study assessed learning mechanisms by modeling medical students' progress test performance longitudinally at Michigan State University College of Human Medicine.

METHOD

Medical students' (n = 184) medical knowledge was assessed 5 times from fall 2017 through spring 2019 using the Comprehensive Basic Science Examination (CBSE). Structural equation modeling was conducted to investigate associations between 3 latent structures-metacognitive awareness, critical thinking, and self-regulation-and their relationship with students' initial CBSE scores and growth in such scores. The authors measured metacognitive knowledge and regulation by the Metacognitive Awareness Inventory, critical thinking skills by the Watson-Glaser Critical Thinking Appraisal, and self-regulation by the Learning and Study Strategies Inventory.

RESULTS

Students' aggregate performance on 5 CBSE scores grew 31.0% the first semester, 16.5% the second semester, 30.1% the third semester, and 22.4% the last semester. Critical thinking had a significant positive relationship with initial performance (JOURNAL/acmed/04.03/00001888-202102000-00048/inline-graphic1/v/2021-01-22T214722Z/r/image-tiff1.956, P < .001), self-regulation had a significant positive relationship with growth (JOURNAL/acmed/04.03/00001888-202102000-00048/inline-graphic2/v/2021-01-22T214722Z/r/image-tiff3.287, P < .05), and metacognitive awareness had a negative relationship with growth of student performance in the progress test (JOURNAL/acmed/04.03/00001888-202102000-00048/inline-graphic3/v/2021-01-22T214722Z/r/image-tiff-3.426, P < .01).

CONCLUSIONS

This structural equation framework is useful for examining the relationships among 3 latent structures-critical thinking, metacognition, and self-regulation-and their relationships with students' progress scores in academic achievement. The initial status of progress examination scores was explained by students' critical thinking ability, but their learning growth on the progress scores was explained by their self-regulation and metacognitive ability. These findings help explain student performance on standardized progress examinations and can aid in interventions to promote student success.

摘要

目的

元认知和批判性思维是取得学术成功的关键。这些因素与医学生学习的关系,以及通过进展性考试评估的关系,为课程的发展和确保所有学生的学习进步提供了信息。本研究通过在密歇根州立大学人类医学院对医学生的进展性考试成绩进行纵向建模,评估了学习机制。

方法

2017 年秋季至 2019 年春季,184 名医学生(n=184)使用综合基础科学考试(CBSE)进行了 5 次医学知识评估。结构方程模型用于调查 3 个潜在结构-元认知意识、批判性思维和自我调节-及其与学生初始 CBSE 分数和此类分数增长之间的关系。作者通过元认知意识量表(Metacognitive Awareness Inventory)测量元认知知识和调节,通过沃森-格拉泽批判性思维评估(Watson-Glaser Critical Thinking Appraisal)测量批判性思维技能,通过学习和研究策略量表(Learning and Study Strategies Inventory)测量自我调节。

结果

学生在 5 次 CBSE 考试中的综合表现,第一学期增长了 31.0%,第二学期增长了 16.5%,第三学期增长了 30.1%,最后一个学期增长了 22.4%。批判性思维与初始表现呈显著正相关(JOURNAL/acmed/04.03/00001888-202102000-00048/inline-graphic1/v/2021-01-22T214722Z/r/image-tiff1.956,P <.001),自我调节与增长呈显著正相关(JOURNAL/acmed/04.03/00001888-202102000-00048/inline-graphic2/v/2021-01-22T214722Z/r/image-tiff3.287,P <.05),元认知意识与进展性考试学生成绩的增长呈负相关(JOURNAL/acmed/04.03/00001888-202102000-00048/inline-graphic3/v/2021-01-22T214722Z/r/image-tiff-3.426,P <.01)。

结论

这个结构方程框架对于考察 3 个潜在结构——批判性思维、元认知和自我调节——及其与学生学业成绩进展分数的关系是有用的。进展性考试分数的初始状态由学生的批判性思维能力解释,但他们在进展性考试分数上的学习增长则由他们的自我调节和元认知能力解释。这些发现有助于解释学生在标准化进展性考试中的表现,并有助于促进学生成功的干预措施。

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