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Erika Sarai Natalia Botello Hurtado

Abstract

The Colombian educational quality measured by national and international tests shows the enormous need to propose strategies to achieve urgent progress in school performance. When carrying out the analysis of the results obtained in the knowing 3rd tests for the José Antonio Galán Educational Institution of the municipality of Puerto Boyacá, difficulties are evidenced in the area of mathematics specifically in reasoning competence, and spatial thinking, it is for this reason This research focuses its efforts on strengthening geometric reasoning skills using Tangram as a resource following the Van Hiele model. Research under a mixed approach is developed in fourth grade students of elementary school during four phases, diagnosis, planning, execution and evaluation, which include the design, validation and application of instruments in a rigorous way such as: a perception survey, a entrance test, the development of 5 didactic sequences one for each Van Hiele phase that step by step and using Tangram generate a challenge and mental and gradual effort for students who finally manage to advance in their level of reasoning, this process is evaluated With the direct observation of the teacher, their qualitative reflections are recorded in field journals and a final test. The analyzed results showed significant advances in the students that will allow them to continue advancing in their reasoning processes. 

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Keywords

Tangram, Geometry, Van Hiele, Didactics, Learning

References
Bonilla Castro, E., & Rodríguez Sehk, P. (1997). Más allá de los métodos. La investigación en ciencias sociales. Colombia: Editorial Norma. Burger, W.F. y Shaughnessy, J.M.,1986, Characterizing the van Hiele lineamientos previos de los alumnos sobre vels of development in geometry, Joureste. Chacón Benavides, J., & Fonseca Correa, L. (2019). Didáctica para la enseñanza de la matemática a través de los seminarios talleres: juegos inteligentes. RASTROS Y ROSTROS DEL SABER, 2(1), 10-26. Recuperado a partir de https://revistas.uptc.edu.co/index.php/rastrosyrostros/article/view/9262 Fabres Fernández, Roxana. (2016). Estrategias metodológicas para la enseñanza y el aprendizaje de la geometría, utilizadas por docentes de segundo ciclo, con la finalidad de generar una propuesta. Fuys, D, 1985, Van Hide levels of thinking in geometry, Education and Urban Society, Vol. 17 (4), pp. 447-462. Hiele, P.M. y Hiele-Geldof, D., 1958, A method of initiation into geometry at secondary schools, en Freudenthal, H., ed., 1958, Report on methods of initiation into geometry, (J.B. Wolters: Groningen), pp. 67-80. Jaime, A. & Gutiérrez, A. (1990). Una propuesta de fundamentación para la enseñanza de la geometría: El modelo de Van Hiele. En S. Llinares & M. V. Sánchez (Eds.), Teoría y práctica de la educación matemática (pp. 295-384). Sevilla: Alfar. León, J. L. Jaime, A .; Chapa, F .; Gutiérrez, A. (1992): Definiciones de triángulos y cuadriláteros: Errores e inconsistencias en libros de texto de EGB, Epsilo n, 23 , 49-62. Ministerio de Educación Nacional de Colombia. (2004). Pensamiento geométrico y tecnologías computacionales. Dirección de Calidad de la Educación Preescolar, Básica y Media. Bogota, Colombia.

Molina M. (2012) Uso de materiales didácticos manipulativos para la enseñanza y aprendizaje de la geometría un estudio sobre algunos colegios de Chile. Sánchez, V. Llinares, S. (1996): Habitual school practices and problem solving situations: The case of Carlota», en Giménez, Llinares & Sánchez: Becoming Primary Teacher. Issues from Mathematics Education. Badajoz, Indugrafic, Shaughnessy, J.M. y B~w.F.,(1985), spadework prior to deduction in, geometry, The Mathematics Teacher, 1vol. 78, 419-428 Usiskin, Zalman, (1882) Van Hiele Levels and Achievement in Secondary School Geometry. Project.Chicago Univ., Ill.onal Inst. of Education (ED), Washington, DC.PUB DATE82GRANTNIE-G-79-0090NOTE231p. Vargas, G., y Gamboa, R. (2013). El modelo de Van Hiele y la enseñanza de la geometría. Uniciencia, 27(1), 74-94
Citation Format
How to Cite
Botello Hurtado, E. S. N. (2022). IV. TANGRAM AS A RESOURCE TO TRENGTHEN THE LEARNING OF GEOMETRY . Revista De Investigación Transdisciplinaria En Educación, Empresa Y Sociedad - ITEES, 5(5), 1–15. https://doi.org/10.34893/itees.v6i6.57
Section
Artículos Científico