The theory of the cerebral hemispheres and method botetano

Authors

  • César Botetano C. Universidad Nacional Mayor de San Marcos, Lima, Perú

DOI:

https://doi.org/10.15381/rinvp.v17i1.8983

Keywords:

learning of mathematics, cerebral hemispheres, traditional method

Abstract

In order to explain the great results obtained by children in mental calculation, I am forced to find an answer in the field of learning theories. I consider that the Theory of Cerebral Hemispheres gives us the explanation that I was looking for. After getting many interesting results with more than 4000 children in countries like Peru, Bolivia and Mexico related to the learning of mental arithmetic in general and multiplication tables in particular , we find that the theory of the cerebral hemispheres were able to give us the necessary theoretical background we needed to explain these results that many consider very interesting. The poor results in PISA tests in the area of mathematics among children of our country led us to seek an alternative method to the traditional method based on memorization. In a search that took us several years, I finally found that gaming, reasoning, competition, challenge and learning based on the child's sensorial elements gave us this amazing results. We were able to capture the interest of children with games and stories that appealed directly to their imagination and this is precisely based on the Theory of the Cerebral Hemispheres. This article refers to the encounter of intensive teaching based on practical work and a theory that gives it the necessary support.

Author Biography

  • César Botetano C., Universidad Nacional Mayor de San Marcos, Lima, Perú
    Profesor-investigador del aprendizaje de las matemáticas. Estudió Psicología en la UNMSM.

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Published

2014-06-16

Issue

Section

Artículos originales de ensayo y/o investigación teórica

How to Cite

Botetano C., C. (2014). The theory of the cerebral hemispheres and method botetano. Revista De Investigación En Psicología, 17(1), 253-267. https://doi.org/10.15381/rinvp.v17i1.8983