Active learning methodologies in Mathematics: circumference equation and creative bridge construction

Detalhes bibliográficos
Autor(a) principal: Azevedo, Greiton
Data de Publicação: 2019
Outros Autores: Maltempi, Marcus
Tipo de documento: Artigo
Idioma: por
Título da fonte: Educação Matemática Debate
Texto Completo: https://www.periodicos.unimontes.br/index.php/emd/article/view/89
Resumo: We aim to investigate and understand the learning process of the circumference equation content from the creative production of circular roof bridges. Guided by the Active Learning Methodologies, data production was performed with the students of the 3rd year of Goiano Federal Institute High School, in Ipameri (GO). The data produced were analyzed from elements of constructionism identified in the mobilized activities. The results provide clues to understand the learning process of the circumference equation from the production of creative bridges in a dynamic, collective and nonlinear movement, emphasizing aspects of the construction of ideas / meanings of Analytical Geometry and corroborating the importance of active learning. contextual-creative and argumentative-reflective in the classroom. Keywords: Mathematical learning. Active Learning Methodology. Bridges.
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spelling Active learning methodologies in Mathematics: circumference equation and creative bridge constructionMetodologias ativas de aprendizagem nas aulas de Matemática: equação da circunferência e construção criativa de pontesWe aim to investigate and understand the learning process of the circumference equation content from the creative production of circular roof bridges. Guided by the Active Learning Methodologies, data production was performed with the students of the 3rd year of Goiano Federal Institute High School, in Ipameri (GO). The data produced were analyzed from elements of constructionism identified in the mobilized activities. The results provide clues to understand the learning process of the circumference equation from the production of creative bridges in a dynamic, collective and nonlinear movement, emphasizing aspects of the construction of ideas / meanings of Analytical Geometry and corroborating the importance of active learning. contextual-creative and argumentative-reflective in the classroom. Keywords: Mathematical learning. Active Learning Methodology. Bridges.Temos por objetivo investigar e compreender o processo de aprendizagem do conteúdo equação da circunferência a partir da produção criativa de pontes de cobertura circular. Norteados pelas Metodologias Ativas de Aprendizagem, a produção de dados foi realizada com os alunos do 3º ano do Ensino Médio do Instituto Federal Goiano, em Ipameri (GO). Os dados produzidos foram analisados a partir de elementos do construcionismo identificados nas atividades realizadas. Os resultados dão indícios para compreender o processo de aprendizagem da equação da circunferência a partir da produção de pontes criativas em um movimento dinâmico, coletivo e não linear, privilegiando aspectos da construção de ideias/significados da Geometria Analítica e corroborando a importância da aprendizagem ativa contextual-criativa e argumentativo-reflexiva em sala de aula. Palavras-chave: Aprendizagem de Matemática. Metodologia Ativa de Aprendizagem. Pontes.Editora Unimontes2019-09-01info:eu-repo/semantics/articleinfo:eu-repo/semantics/publishedVersionapplication/pdfhttps://www.periodicos.unimontes.br/index.php/emd/article/view/8910.24116/emd.v3n9a02Educação Matemática Debate; v. 3 n. 9 (2019): set./dez.; 235-2542526-6136reponame:Educação Matemática Debateinstname:Universidade Estadual de Montes Claros (UNIMONTES)instacron:UNIMONTESporhttps://www.periodicos.unimontes.br/index.php/emd/article/view/89/4433https://www.periodicos.unimontes.br/index.php/emd/article/view/89/5917https://creativecommons.org/licenses/by-nc-sa/4.0/deed.pt_BRinfo:eu-repo/semantics/openAccessAzevedo, GreitonMaltempi, Marcus2022-11-10T18:15:26Zoai:ojs2.periodicos.unimontes.br:article/89Revistahttps://www.periodicos.unimontes.br/index.php/emdPUBhttps://www.periodicos.unimontes.br/index.php/emdrevista.emd@unimontes.br||2526-61362526-6136opendoar:2022-11-10T18:15:26Educação Matemática Debate - Universidade Estadual de Montes Claros (UNIMONTES)false
dc.title.none.fl_str_mv Active learning methodologies in Mathematics: circumference equation and creative bridge construction
Metodologias ativas de aprendizagem nas aulas de Matemática: equação da circunferência e construção criativa de pontes
title Active learning methodologies in Mathematics: circumference equation and creative bridge construction
spellingShingle Active learning methodologies in Mathematics: circumference equation and creative bridge construction
Azevedo, Greiton
title_short Active learning methodologies in Mathematics: circumference equation and creative bridge construction
title_full Active learning methodologies in Mathematics: circumference equation and creative bridge construction
title_fullStr Active learning methodologies in Mathematics: circumference equation and creative bridge construction
title_full_unstemmed Active learning methodologies in Mathematics: circumference equation and creative bridge construction
title_sort Active learning methodologies in Mathematics: circumference equation and creative bridge construction
author Azevedo, Greiton
author_facet Azevedo, Greiton
Maltempi, Marcus
author_role author
author2 Maltempi, Marcus
author2_role author
dc.contributor.author.fl_str_mv Azevedo, Greiton
Maltempi, Marcus
description We aim to investigate and understand the learning process of the circumference equation content from the creative production of circular roof bridges. Guided by the Active Learning Methodologies, data production was performed with the students of the 3rd year of Goiano Federal Institute High School, in Ipameri (GO). The data produced were analyzed from elements of constructionism identified in the mobilized activities. The results provide clues to understand the learning process of the circumference equation from the production of creative bridges in a dynamic, collective and nonlinear movement, emphasizing aspects of the construction of ideas / meanings of Analytical Geometry and corroborating the importance of active learning. contextual-creative and argumentative-reflective in the classroom. Keywords: Mathematical learning. Active Learning Methodology. Bridges.
publishDate 2019
dc.date.none.fl_str_mv 2019-09-01
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10.24116/emd.v3n9a02
url https://www.periodicos.unimontes.br/index.php/emd/article/view/89
identifier_str_mv 10.24116/emd.v3n9a02
dc.language.iso.fl_str_mv por
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dc.relation.none.fl_str_mv https://www.periodicos.unimontes.br/index.php/emd/article/view/89/4433
https://www.periodicos.unimontes.br/index.php/emd/article/view/89/5917
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dc.source.none.fl_str_mv Educação Matemática Debate; v. 3 n. 9 (2019): set./dez.; 235-254
2526-6136
reponame:Educação Matemática Debate
instname:Universidade Estadual de Montes Claros (UNIMONTES)
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