Learning to attend to precision: the impact of micro-teaching guided by expert secondary mathematics teachers on pre-service teachers’ teaching practice

被引:0
作者
Jing Cheng
机构
[1] East China Normal University,Department of Mathematics
[2] East China Normal University,Shanghai Key Laboratory of Pure Mathematics and Mathematical Practice
来源
ZDM | 2017年 / 49卷
关键词
Mathematics teacher education; Teacher preparation program; Teaching practice; Attend to precision; Expert teacher;
D O I
暂无
中图分类号
学科分类号
摘要
Micro-teaching at universities and student teaching in secondary schools are standard forms of practice training for pre-service mathematics teachers in Chinese university teacher education programs. The former is guided by university professors, and the latter is guided by school teachers. In recent years, a special kind of micro-teaching practice held at university and guided by expert secondary mathematics teachers was organized to link the regular micro-teaching and student teaching. The purpose of this study is to investigate one aspect of the impact of micro-teaching guided by expert secondary mathematics teachers on pre-service teachers’ teaching practice: learning to attend to precision. Four normal university students majoring in mathematics were selected and observed when they were teaching: before, during, and after the activity. Each lesson was videotaped, transcribed, and then analyzed using qualitative data analysis methods. The reflections from the participants were also collected and analyzed. The results indicate that micro-teaching guided by expert secondary mathematics teachers can help pre-service teachers attend to precision in their classroom teaching, but some lack of precision in performance was still observed in the pre-service teachers’ lessons. The guidance and the exemplary lessons of expert teachers played an important role in changing the pre-service teachers’ performance. The findings have the potential to be useful for mathematics teacher preparation and professional development programs. It could possibly also contribute to other research areas in mathematics classroom teaching.
引用
收藏
页码:279 / 289
页数:10
相关论文
共 36 条
[1]  
Azzouni J(2009)Why do informal proofs conform to formal norms? Foundations of Science 14 9-26
[2]  
Ball DL(2010)Teaching skillful teaching Educational Leadership 68 40-45
[3]  
Forzani FM(2001)Learning about and learning from expert teachers International Journal of Educational Research 35 463-482
[4]  
Berliner DC(2013)Which aspects of prospective mathematics teachers’ teaching knowledge and skill need to be improved: From the perspective of experienced high school teachers Proceeding of EARCOME6 3 117-126
[5]  
Cheng J(2005)Advanced mathematical thinking Mathematical Thinking & Learning: An International Journal 7 15-25
[6]  
Bao J(2014)Using productive disposition to differentiate between students’ level of precision when critiquing a peer’s work School Science and Mathematics 114 339-348
[7]  
Edwards BS(2008)Mathematical knowledge for teaching and the mathematical quality of instruction: An exploratory study Cognition and Instruction 26 430-511
[8]  
Dubinsky E(2015)Univocal and dialogic discourse in secondary mathematics classrooms: The case of attending to precision Zentralblatt für Didaktik der Mathematik 47 1285-1298
[9]  
McDonald MA(2013)Differences between expert and new math teachers’ classroom teaching and its enlightenments Education and Teaching Research 27 19-23
[10]  
Gilbert MC(2014)Learning to teach mathematics and to analyze teaching effectiveness: Evidence from a video- and practice-based approach Journal of Mathematics Teacher Education 17 491-514