The "multiplicative honeycomb" an inclusive strategy for strengthening mathematical reasoning and problem solving skills.
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Abstract
The research project mentioned above was aimed at improving reasoning and problem solving skills through the design of a ludic-pedagogical strategy called "Multiplication Honeycomb", which contributed to the improvement of the teaching-learning processes and the exercise of the aforementioned skills. The research took place in the Municipal Educational Institution Nuestra Señora de Guadalupe, located in the village of Catambuco, Botanilla - Nariño, with fourth grade students, some of whom present certain restrictions in the mathematical skills previously mentioned, detected by means of the results of tests carried out in their classes. The methods and types of research, were linked to quantitative research, of quasi-experimental type and descriptive scope; understood these as conjunctural forms, which comprise from dynamics of the context and the need to implement strategies validated in applied exercises,
allowed to visualize realities and their superior results in mathematics from the boys and girls of the Educational Institution. One of the fundamental results that emerged was related not only to a better understanding and mathematical skills, but also to the strengthening of coexistence and socioemotional skills that arise from learning by doing and the appropriation of the exercise of construction of this tool from the boys and girls.
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References
Abreu, O., Rhea, S., Arciniegas, G., & Rosero, M. (2018). Object of
Study of Didactics: Historical Epistemological and Critical
Analysis of the Concept. Formación Universitaria, 11(6), 75-
https://doi.org/10.4067/s0718-50062018000600075.
Cragg, L., & Gilmore, C. (2014). Skills underlying mathematics:
The role of executive function in the development of
mathematics proficiency. Trends in Neuroscience and
Education,3(2), 63-68.
https://doi.org/10.1016/j.tine.2013.12.001
Brito-Orta, M., & Espinosa-Tanguma, R. (2015). Reliability
assessment of the Felder and Soloman learning styles
questionnaire in medical students. Investigación En Educación
Médica, 4(13), 28-35. https://doi.org/10.1016/s2007-
(15)72166-6.
Echeita, G. and Duk Homad, C. (2008). EDUCATIONAL
INCLUSION. REICE - Revista Electrónica Iberoamericana
sobre Calidad, Eficacia y Cambio en Educación.
FrÃas, A. (2015). La Estrategia de repetición como medio de fomento
en aprendizaje y compresión", Pg. 60.
Gamboa, M., Barros, L., & Barros, C. (2019). Childhood
Aggressiveness, Learning and Self-Regulation in Primary
Students. Luz. Revista Electrónica Trimestral de La
Universidad de HolguÃn, 53(9), 1689–1699.
https://luz.uho.edu.cu/index.php/luz/article/view/743/637
Marchán-Carvajal, I., & SanmartÃ, N. (2015). Criteria for the design
of contextualized teaching units: Application to the learning of
a theoretical model for atomic structure. Educacion Quimica,
(4), 267-274. https://doi.org/10.1016/j.eq.2015.06.001.
https://doi.org/10.1016/j.eq.2015.06.001
Meneses, M. & Peñaloza, D. (2019). Pólya's method as a
pedagogical strategy to strengthen mathematical problem
solving with basic operations. Zona Próxima, 31, 7-25).
Mora, C. D. (2014). Strategies for learning and teaching
mathematics. Journal of pedagogy, 24(70), 181-272.
Romero, X. V. E. (2016). The construction of a progressive tax
policy in Mexico. Economia Informa, 398, 75-88.
