Instructional Decision Making in a Gateway Quantitative Reasoning Course

Q3 Mathematics Numeracy Pub Date : 2024-01-01 DOI:10.5038/1936-4660.17.1.1451
Deependra Budhathoki, Gregory D. Foley, Stephen Shadik
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Abstract

Many educators and professional organizations recommend Quantitative Reasoning as the best entry-level postsecondary mathematics course for non-STEM majors. However, novice and veteran instructors who have no prior experience in teaching a QR course often express their ignorance of the content to choose for this course, the instruction to offer students, and the assessments to measure student learning. We conducted a case study to investigate the initial implementation of an entry-level university quantitative reasoning course during fall semester, 2018. The participants were the course instructor and students. We examined the instructor’s motives and actions and the students’ responses to the course. The instructor had no prior experience teaching a QR course but did have 15 years of experience teaching student-centered mathematics. Data included course artifacts, class observations, an instructor interview, and students’ written reflections. Because this was a new course—and to adapt to student needs—the instructor employed his instructional autonomy and remained flexible in designing and enacting the course content, instruction, and assessment. His instructional decision making and flexible approach helped the instructor tailor the learning activities and teaching practices to the needs and interests of the students. The students generally appreciated and benefited from this approach, enjoyed the course, and provided positive remarks about the instructors’ practices.
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关口数量推理课程的教学决策
许多教育工作者和专业组织都建议将 "定量推理 "作为非科学、技术和工程专业的最佳入门级中学后数学课程。然而,没有定量推理课程教学经验的新手和资深教师往往表示,他们不知道该为这门课程选择什么样的内容,该为学生提供什么样的指导,以及该如何评估学生的学习情况。我们开展了一项案例研究,调查了2018年秋季学期大学入门级定量推理课程的初步实施情况。参与者包括课程教师和学生。我们考察了教师的动机和行动以及学生对课程的反应。该教师之前没有教授过QR课程,但有15年以学生为中心的数学教学经验。数据包括课程人工制品、课堂观察、教师访谈和学生的书面反思。由于这是一门新课程,为了适应学生的需要,教师在设计和实施课程内容、教学和评估时,运用了教学自主权,并保持了灵活性。他的教学决策和灵活方法有助于教师根据学生的需要和兴趣调整学习活动和教学实践。学生们普遍赞赏并受益于这种方法,喜欢这门课程,并对教师的做法给予了积极评价。
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来源期刊
Numeracy
Numeracy Mathematics-Mathematics (miscellaneous)
CiteScore
1.30
自引率
0.00%
发文量
13
审稿时长
12 weeks
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