TY - JOUR T1 - Laboratory Activities to Develop the Geometric Reasoning AU - Sılva Santos, Marcele Da AU - Fonseca Parracho Sant'anna, Neide Da PY - 2018 DA - August JF - The Eurasia Proceedings of Educational and Social Sciences JO - EPESS PB - ISRES Publishing WT - DergiPark SN - 2587-1730 SP - 250 EP - 260 VL - 9 LA - en AB - A set of activities designed to foster geometricthought of students in the 2nd grade of junior High School (8th grade of elementaryschool in Brazil) is presented here. The activities were proposed to studentsof a public school. The learning was supported by teaching resources asTangram, Geoboard and Bending. The activities, interdisciplinary, realistic andplayful, were carried out in the Laboratory for the Teaching of Mathematics.The activities were performed in groups organized in such a way to enhance theinteraction between students of different levels of knowledge. A test to checkthe van Hiele level of students was applied before and afterwards. Theevaluations of the results of the tests reveal advances in the van Hiele level.The proposal applied to an experimental group provided an environment conduciveto meaningful learning. It must be pointed that it also increased studentsconfidence and stimulated them to develop continuity for the acquisition of newknowledge. KW - Mathematical education KW - Van Hiele theory KW - Geometry KW - Meaningful learning CR - Ausubel, D. P. (1961). Meaningful Learning and Retention: Intrapersonal Cognitive Variables. Review of Educational Research, 31, 500-510. Crowley (1984). The van Hiele Model of the Development of Geometry Thought In Lindquist, M.M. & Shulte, A.P., Learning and Teaching Geometry. National Council of Teachers of Mathematics, Resbon-VA. De Villiers, M. (2015, Jan 10). Research evidence on hierarchical thinking, teaching strategies and the Van Hiele Theory: Some critical comments. University of Stellenbosch: Rumeus, General format. Retrieved from http://math.kennesaw.edu/~mdevilli/VanHieleCritique-87.pdf. Fouz, F. & de Donosti, B. (2015, May 8). Modelo de Van Hiele para la didáctica de la geometría: Un paseo por la geometría. General format. Retrieved from <http://cimm.ucr.ac.cr/ciaem/articulos/universitario/materiales> Jaime, A. (1993) Aportaciones a la interpretación y aplicación del Modelo de Van Hiele: La enseñanza de las isometrías en el plano. La evaluación del nivel de razonamiento. D. Sc. Thesis, Universidad de Valencia, Spain. Nasser, L.Using the van Hiele theory to improve secondary school geometry in Brazil. (1992). D. Sc. Thesis – London King's College, University of London, London. Skovsmose, O. (1994). Towards a critical mathematics education. Educational Studies in Mathematics. (25), p. 35-57. Tomaz, V. S.; David, M. M. How students' everyday situations modify classroom mathematical activity: the case of water consumption. Journal for Research in Mathematics Education, 46 (4), 455–496. Van Hiele, P. (1986) Structure and Insight: A Theory of Mathematical Education. Academic Press. London. Vargas, G. V. & Araya, R. G. (2013). El modelo de Van Hiele y la enseñanza de la geometría. Uniciencia, 27(1), p. 74-94. UR - https://dergipark.org.tr/en/pub/epess/issue//458500 L1 - https://dergipark.org.tr/en/download/article-file/532802 ER -