The experience of creating an APP for use in the classroom: Intersecting Lines
DOI:
https://doi.org/10.22481/intermaths.v3i1.10721Keywords:
Intersecting Lines, Digital games, Mathematical EducationAbstract
This article aims to present the Intersecting Lines Game, its origin, its rules and its possible pedagogical uses. The electronic version of the game is unprecedented and was created by the authors based on a game that was originally played with pen and paper. It was developed for mobile devices (in principle for the Android operating system). It is a game to be played by two players: each player has a color that defines him (blue or red). Each move consists of tracing a segment that joins two points on different sides of the square, forming a line of the color which represents each player. They play alternately, until the end when the points are counted: for each crossing of straight lines of the same color, 2 points are counted for the player of that color. The game is won by whoever has the highest score, that is, hoever manages to make the greatest number of crossings with straight lines of the same color. It can be seen that The Intersecting Lines Game is a reasoning game that has great potential for approaching mathematical content.
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[1] M. O. de Moura, “O jogo e a construção do conhecimento matemático,” In O jogo e a construção do conhecimento na Pré-escola. C. M. Conholato and J. Fares, Eds. São Paulo: Série Idéias - FDE, no. 10, 1991, pp. 45-52. [Online]. Available: http://www.crmariocovas.sp.gov.br/dea_a.php?t=020
[2] EDITORA ABRIL. Coleção completa Superinteressante. Cruzamentos Perigosos por Luiz Dal Monte Neto, 1996.
[3] R. C. Grando, “O conhecimento matemático e o uso de jogos na sala de aula,” Tese de doutorado em Educação, Faculdade de Educação, Universidade Estadual de Campinas, 2000. https://doi.org/10.47749/T/UNICAMP.2000.210144
[4] A. C. O. Morgado, J. B. Pitombeira, P. C. P. Carvalho and P. Fernandez, Análise Combinatória e Probabilidade, 11nd ed. SBM, Rio de Janeiro, 2008.
[5] F. Pingaud and J.-F. Germe, 50 jeux avec du papier et des crayons: Et comment les programmer sur votre micro-ordinateur. Monaco: Éditions du Rocher, 1984. Source. Jeux et stratégie: Collection.
[6] J. P. da Ponte, ”Tecnologias de informação e comunicação na formação de professores: que desafios?,”Revista Iberoamericana de educación, vol. 24, pp. 63-90, 2000. https://doi.org/10.35362/rie240997
[7] M. M. Queiroz, ”Intersecting Lines: um Jogo de Raciocínio,”Trabalho de Conclusão de Curso, Licenciatura em Matemática, Universidade Estadual do Sudoeste da Bahia, Vitória da Conquista (BA), 2021.
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