The Didactic Engineering for the Math Olympics Teaching: Olympic Situations with Geogebra’s Support

In this article, we intend to present a partial cut of a master's research, in which we describe, in a specific way, two phases determined by Didactic Engineering - ED in the context of the Mathematical Olympiads. Thus, we have the stages of preliminary analyzes and the construction of Olympic...

Full description

Bibliographic Details
Main Authors: Ana Paula Rodrigues Alves Santos, Francisco Régis Vieira Alves
Format: Article
Language:English
Published: Universidad Distrital Francisco José de Caldas 2018-01-01
Series:Góndola, Enseñanza y Aprendizaje de las Ciencias
Subjects:
Online Access:http://revistas.udistrital.edu.co/ojs/index.php/GDLA/article/view/12326
_version_ 1818507581228843008
author Ana Paula Rodrigues Alves Santos
Francisco Régis Vieira Alves
author_facet Ana Paula Rodrigues Alves Santos
Francisco Régis Vieira Alves
author_sort Ana Paula Rodrigues Alves Santos
collection DOAJ
description In this article, we intend to present a partial cut of a master's research, in which we describe, in a specific way, two phases determined by Didactic Engineering - ED in the context of the Mathematical Olympiads. Thus, we have the stages of preliminary analyzes and the construction of Olympic situations/a priori analysis. We emphasize in an Olympic situation that is described/structured with the support of GeoGebra software. Intervention through the proper exploitation of software provides the learner with opportunities to overcome certain difficulties/obstacles to an understanding or even conceptual construction in geometry. In this sense, the mentioned Olympic situation was experienced by students of the ninth year of elementary education II, from a private school in the state of Ceara, Brazil. The Olympic situation described proposes the possibility of the construction of metric relations in the triangle rectangle, content referring to the area of plane geometry. The ED is presented in this research, as a vision of complementarity that uses the theory of didactic situations - TSD. In this way, the described Olympic situation represents an alternative to classes directed to the math Olympics, their indication and structure, describes elements related to didactic mediation during the teaching and learning process, which emphasize details that make it possible to control and predict the possible student’s actions, as well as, to provide the experience of more significant didactic situations for geometry study in the Olympic context.
first_indexed 2024-12-10T22:20:15Z
format Article
id doaj.art-7d2e655c72404e7d893dafbe1394abc6
institution Directory Open Access Journal
issn 2346-4712
language English
last_indexed 2024-12-10T22:20:15Z
publishDate 2018-01-01
publisher Universidad Distrital Francisco José de Caldas
record_format Article
series Góndola, Enseñanza y Aprendizaje de las Ciencias
spelling doaj.art-7d2e655c72404e7d893dafbe1394abc62022-12-22T01:31:20ZengUniversidad Distrital Francisco José de CaldasGóndola, Enseñanza y Aprendizaje de las Ciencias2346-47122018-01-0113110.14483/23464712.123269270The Didactic Engineering for the Math Olympics Teaching: Olympic Situations with Geogebra’s SupportAna Paula Rodrigues Alves Santos0Francisco Régis Vieira Alves1Instituto Fderal de educação, Ciência e tecnologia do Ceará - IFCEInstituto Federal de Educação, Ciência e Tecnologia do ceará - IFCEIn this article, we intend to present a partial cut of a master's research, in which we describe, in a specific way, two phases determined by Didactic Engineering - ED in the context of the Mathematical Olympiads. Thus, we have the stages of preliminary analyzes and the construction of Olympic situations/a priori analysis. We emphasize in an Olympic situation that is described/structured with the support of GeoGebra software. Intervention through the proper exploitation of software provides the learner with opportunities to overcome certain difficulties/obstacles to an understanding or even conceptual construction in geometry. In this sense, the mentioned Olympic situation was experienced by students of the ninth year of elementary education II, from a private school in the state of Ceara, Brazil. The Olympic situation described proposes the possibility of the construction of metric relations in the triangle rectangle, content referring to the area of plane geometry. The ED is presented in this research, as a vision of complementarity that uses the theory of didactic situations - TSD. In this way, the described Olympic situation represents an alternative to classes directed to the math Olympics, their indication and structure, describes elements related to didactic mediation during the teaching and learning process, which emphasize details that make it possible to control and predict the possible student’s actions, as well as, to provide the experience of more significant didactic situations for geometry study in the Olympic context.http://revistas.udistrital.edu.co/ojs/index.php/GDLA/article/view/12326engenharia didáticaGeogebraolimpíadas de Matemáticateoria das situações
spellingShingle Ana Paula Rodrigues Alves Santos
Francisco Régis Vieira Alves
The Didactic Engineering for the Math Olympics Teaching: Olympic Situations with Geogebra’s Support
Góndola, Enseñanza y Aprendizaje de las Ciencias
engenharia didática
Geogebra
olimpíadas de Matemática
teoria das situações
title The Didactic Engineering for the Math Olympics Teaching: Olympic Situations with Geogebra’s Support
title_full The Didactic Engineering for the Math Olympics Teaching: Olympic Situations with Geogebra’s Support
title_fullStr The Didactic Engineering for the Math Olympics Teaching: Olympic Situations with Geogebra’s Support
title_full_unstemmed The Didactic Engineering for the Math Olympics Teaching: Olympic Situations with Geogebra’s Support
title_short The Didactic Engineering for the Math Olympics Teaching: Olympic Situations with Geogebra’s Support
title_sort didactic engineering for the math olympics teaching olympic situations with geogebra s support
topic engenharia didática
Geogebra
olimpíadas de Matemática
teoria das situações
url http://revistas.udistrital.edu.co/ojs/index.php/GDLA/article/view/12326
work_keys_str_mv AT anapaularodriguesalvessantos thedidacticengineeringforthematholympicsteachingolympicsituationswithgeogebrassupport
AT franciscoregisvieiraalves thedidacticengineeringforthematholympicsteachingolympicsituationswithgeogebrassupport
AT anapaularodriguesalvessantos didacticengineeringforthematholympicsteachingolympicsituationswithgeogebrassupport
AT franciscoregisvieiraalves didacticengineeringforthematholympicsteachingolympicsituationswithgeogebrassupport