This article aims to discuss the development processes of Algebraic Thinking of students in the first year of Elementary School, intertwined with the processes of professional constitution of the teacher-researcher, who focused on the research in/from their own practice and the teaching and student learning. This discussion is part of a doctoral research, with a qualitative approach, with financial support from Capes[2], which focused on research in/from the practice itself and teaching learning intertwined with student learning. The investigation scenario belonged to the municipal network of a city in the countryside of São Paulo, a classroom composed of 26 students. The theoretical reflections are based on the historical-cultural perspective, on studies on Algebraic Thinking and on pedagogical narratives as a device for self-education and professional development. For the analysis, a pedagogical narrative is presented about a task that addresses a sequence with a recursive pattern and aims at the perception of regularity and the development of generalization strategies. The writing and narrative analysis, in the context of research in/of the practice itself, reveal evidence of the teacher’s professional development, as well as show that students in the first year of Elementary School, engaged in a social classroom culture of Mathematics class based on problematization, were able to generalize the pattern of sequences through their mother tongue.
Algebraic thinking; Pedagogical Narrative; Historical-cultural perspective; Perception of Regularities; Research in/from the Practice Itself
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Fonte: Acervo do grupo de pesquisa (2017)