Didactic strategy to promote logical-mathematical thinking in middle school students
Keywords:
didactic strategy, logical thinking, mathematicsAbstract
The research was based on investigating a didactic strategy that favors mathematical logical thinking to solve reasoning problems, through playful activities, which implies the incorporation of the game, so that the middle school students of the Ibarra Educational Unit # 2 of the Chone canton They will have quality learning. A diagnosis was made through field research, observing, and analyzing the difficulties encountered in mathematics; Topics from different authors were studied. The objective was to evaluate a didactic strategy to favor mathematical logical thinking, its quantitative approach and analytical methods were used - synthetic, inductive - deductive, statistical, surveys were applied to teachers, parents and observation sheet to teachers and students. The process of teaching mathematics requires learning that allows comprehensive problem solving that develops logical thinking, for which a didactic strategy such as playful activities is proposed, in which mental calculation is developed through a game guide. interactive. As a result, recreational activities were obtained as a didactic strategy that favors mathematical logical thinking, allowing students to be actors of their own knowledge with a high development of reasoning.
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Álvarez, EG (2018). Didactic strategies in meaningful learning in the middle sublevel. p. 10. University of Guayaquil. Faculty of Philosophy, Letters and Educational Sciences. http://repositorio.ug.edu.ec/bitstream/redug/35785/1/BFILO-PD-LP1-19-296.pdf
Becerill, TA (2019). Methodological strategies in the development of mathematical logical thinking skills in the middle sublevel. p. 32. http://repositorio.ug.edu.ec/bitstream/redug/45994/1/BFILO-PD-LP1-19302%20FALCON%20COELLO.pdf
Bedón Arias, PM, Bedón Arias, PM, & Santana Castañeda, ME (2016). Didactic strategies and the development of mathematical logical thinking. Technical University of Ambato. Faculty of Human Sciences and Education. https://repositorio.uta.edu.ec/bitstream/123456789/18585/1/tesis%20SANTANA%2020%20de%20Enero.pdf
Cobos., ME (2018). The playful activities as didactic strategies in the basic average. p.23. http://repositorio.unemi.edu.ec/handle/123456789/4937
Salazar, ME (2020). Methodological activities in the strengthening of mathematical logical thinking in the middle sublevel. Guayaquil. p-23. http://repositorio.ug.edu.ec/bitstream/redug/53412/1/BFILO-PD-LP1-20P017%20SALAZAR%20SUAREZ.pdf
Hidalgo, MI (2017). Methodological strategies for the development of mathematical logical thinking. https://revistas.unesum.edu.ec/index.php/unesumciencias/article/view/28-EstrategiasMetodologicasParaElDesarrolloDelPensami-6595073%20(2).pdf
García, JGJ SI ( 2017). A proposal to innovate the teaching-learning process in mathematics. Electronic Journal on Technology, Education and Society . Vol. 4 No 7 https://www.ctes.org.mx/index.php/ctes/article/view/654/736
Paltan, G. & Quilli, K. (2011). Methodological strategies to develop mathematical logical reasoning. p. 15. Basin. http://dspace.ucuenca.edu.ec/bitstream/123456789/1870/1/teb60.pdf
Quinde, MC (2020). Playful activities in the learning of mathematics for high school http://repositorio.ug.edu.ec/bitstream/redug/51649/1/YAGUAL%20QUINDE%20MARTHA.pdf
Tubón escobar, FJ, & moretacuñalata, JM (2017 ). “The logical-mathematical reasoning in the teaching-learning process in the students of Middle Basic Education. http://repositorio.utc.edu.ec/bitstream/27000/3907/1/T-UTC-0445.pdf
Tripero, A. (2011). Piaget and the value of the game in his Structuralist Theory. E-Innova BUCM. http://webs.ucm.es/BUCM/revcul/e-learning-innova/6/art431.php#. Ysc1t3bMLIU
Z, JH (2016). The game as a didactic strategy to develop numerical thinking in the four basic operations. Sophia. http://www.scielo.org.co/pdf/sph/v12n1/v12n1a08.pdf
Balestrini, M. (2020). Methodological framework.Caracas. Venezuela: BL Associated Consultants. Retrieved from http://virtual. city. edu/thesispub/0094671/cap03. pdf.
Rodríguez Jiménez, A., & Pérez Jacinto, AO (January 2017). Scientific methods of inquiry and construction of knowledge. EAN(82), pp.179-200. http://www.scielo.org.co/pdf/ean/n82/0120-8160-ean-82-00179.pdf
Parraguez Carrasco, ,. S., Chunga Chinguel, G. R., Flores Cubas, M. M., & Romero Cieza, R. Y. (2017). El estudio y la investigación documental: estrategias metodológicas y herramientas TIC. https://dialnet.unirioja.e
Sampieri, RH, Fernández Collado, C., & Pilar Baptista, L. (2014). Definitions of quantitative and qualitative approaches, their similarities and differences. https://www.uca.ac.cr/wp-content/uploads/2017/10/Investigacion.pdf
Carreira, CF (2013). Main difficulties in learning Mathematics. Guidelines for teachers of Primary Education. UNIR International University of La Rioja, 22. https://reunir.unir.net/bitstream/handle/123456789/1588/2013_02_04_TFM_ESTUDIO_DEL_TRABAJO.pdf?sequence=1
Widana, I.K., Dewi, G.A.O.C., Suryasa, W. (2020). Ergonomics approach to improve student concentration on learning process of professional ethics. Journal of Advanced Research in Dynamical and Control Systems, 12(7), 429-445.
Widana, I.K., Sumetri, N.W., Sutapa, I.K., Suryasa, W. (2021). Anthropometric measures for better cardiovascular and musculoskeletal health. Computer Applications in Engineering Education, 29(3), 550–561. https://doi.org/10.1002/cae.22202
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