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Baldinger, Erin E.; Campbell, Matthew P.; Graif, Foster – Journal of Teacher Education, 2021
Students' contributions that are not yet mathematically complete, precise, or correct are crucial for learning through classroom discussions. We aim to support teacher candidates (TCs) to see students' ideas as evidence of sensemaking and to respond in ways that keep student thinking central to the discussion. Although approximations of practice…
Descriptors: Preservice Teachers, Preservice Teacher Education, Mathematics Education, Mathematics Skills
Graif, Foster; Baldinger, Erin E.; Campbell, Matthew P. – The Mathematics Educator, 2021
Responding to student errors is a complex practice that connects teachers' vision and goals around students, mathematics, and teaching. We explore teacher candidates' (TCs) reflections on responding to errors during rehearsals of whole-class discussion to gain insight into the vision and goals that might influence their thinking. We discuss five…
Descriptors: Preservice Teachers, Student Attitudes, Mathematics Education, Mathematics Instruction
Baldinger, Erin E.; Campbell, Matthew P.; Graif, Foster – North American Chapter of the International Group for the Psychology of Mathematics Education, 2018
Effectively leading whole-class mathematics discussions is made more difficult when students' contributions are incomplete, imprecise, or not yet correct, and not easily correctable--what we call "errors." Through purposefully designed opportunities to investigate, enact, and reflect on teaching, teacher candidates (TCs) can develop…
Descriptors: Preservice Teachers, Mathematics Instruction, Error Patterns, Error Correction