Characterizing a highly-accomplished teacher's instructional actions in response to students' mathematical thinking
Résumé
This paper is part of a larger study which investigates how a highly-accomplished teacher and two beginning teachers notice student thinking and respond to stu-dents' mathematical thinking as they teach concepts of multiplication and division in a third-grade classroom. The focus of this paper is on describing highly-accomplished teacher's instructional actions in response to student thinking which are different than that of the beginning teachers. The participant teachers' instructional actions were analysed utilizing a framework developed by Cengiz, Kline and Grant (2011). The results revealed that the highly-accomplished teacher challenged student thinking with counter arguments and introduced alternative representations more frequently, but complimented students less frequently than the beginning teachers.
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