Origami as a Tool to Teach Geometry for Blind Students
- 1 Instituto Benjamin Constant, Rio de Janeiro, RJ, Brazil
- 2 Pós-Graduação em Ciências e Biotecnologia, Instituto de Biologia, Univerdade Federal Fluminense, Niterói, RJ, Brazil
- 3 Curso de Mestrado Ptofissional em Diversidade e Inclusão, Instituto de Biologia, Univerdiade Federal Fluminense, Niterói, RJ, Brazil
Abstract
The teaching of mathematics involves logical and abstract reasoning that is often associated with belief, prejudices and difficulties. Therefore, students can develop an aversion to this science. This scenario may be even more complex when it involves blind students. However, creative didactic and pedagogical practices can help to deconstruct such adversities. The aim of the study was to test if eight workshops that were carried out the making four origami pieces (a small Box at it covers, a Rabbit face, and a “Bandeirinha de S ã o Jo ã o”-small flag of St. John party) could promote the construction of knowledge about geometry in 14 blind students. These students from the sixth to ninth year of elementary school are regularly enrolled of Benjamin Constant Institute, RJ, Brazil, and intend the after class. Eight workshops with 100 minutes each were conducted in September and October 2015 (n = 4) and in March and April 2016 (n = 4). Among eight paper types offered for students to make origami the kinds, we identified that the papers denominated waxed and sulfite were those who favored the realization of folds while Kraft one facilitated favored the discovery of the folds. On average, the questions concerning the geometric shapes and their elements obtained by the origami were answered correctly by eight students both for making the Box and its cover; as for the Rabbit face, and by ten students for making of small flag of St. John party. These results demonstrated the effectiveness of origami to teaching math to teenagers blind students.
- Baumel, R. C. R. C., & Castro, A. M. (2003). Materiais e Recursos de Ensino para Deficientes Visuais (Materials and Teaching Resources for the Visually Impaired). In M. L. S. Ribeiro, & R. C. R. C. Baumel (Eds.), Educação especial: do querer ao fazer (pp. 95-107). São Paulo, SP: Avercamp.
- Berticelli, D. D., Pinto, N. B., & Migliavacca, P. (2016). Successful Practices in Mathematics in the End of Elementary School. Creative Education, 7, 2504-2514. http://dx.doi.org/10.4236/ce.2016.716237
- Cavalcanti, E., & Furuya, Y. K. S. (2009). Explorando Geometria com Origami (Exploring Geometry with Origami). Universidade Federal de São Carlos, 2009. http://www.dm.ufscar.br/~yolanda/origami/origami.pdf
- Cunha, E. (2011). Práticas pedagógicas para a inclusão e a diversidade (Pedagogical Practices for Inclusion and Diversity). Rio de Janeiro: WAK Editora.
- D’Ambrosio, U. (1986). Da realidade à ação: reflexões sobre Educação e Matemática (From Reality to Action: Reflections on Education and Mathematics). São Paulo: SUMMUS, Unicamp.
- Fuse, T. (1990). Unit Origami: Multidimensional Transformations (Origami: Multidimensional Transformations). Japan Publication Inc.
- Giannini, L. R., & Delou, C. M. C. (2016). Visão da família sobre a diversidade e a inclusão (Family Outlook on Diversity and Inclusion). In N. R. W. Lima, & C. M. C. Delou (Eds.), Ponto de vista em diversidade e inclusão (Cap. 18, pp. 136-139). Niterói, RJ: ABDIn— Associação Brasileira de Diversidade e Inclusão.
- Karling, A. A. A. (1991). Didática Necessária (The Required Didactic). São Paulo, SP: IBRASA.
- Lima, N. R. W., & Delou, C. M. C. (2016). Pontos de vista em diversidade e inclusão (Views on Diversity and Inclusion). Niterói, RJ: ABDIn—Associação Brasileira de Diversidade e Inclusão.
- Onder, A. D. O. (2009). Olhar do aluno para a matemática (The Look of the Student for Mathematics). IX Congresso Nacional de Educação. Curitiba, PR: PUCPR.
- Paraná (2006) Secretaria de Estado de Educação. Superintendência de Educação. Diretrizes Curriculares da Educação Especial para a Construção de Currículos Inclusivos (Special Education Curriculum Guidelines for Building Inclusive Curriculum). Curitiba, PR: SEED/ SUED. http://portal.mec.gov.br/seesp/arquivos/pdf/diretrizes.pdf