Corn growth in lunar phases, design of a didactic activity for a Tzeltal community

We consider that it is possible to incorporate elements of the social environment in didactic activities, such as the cultural aspects of native peoples, to favor the understanding of the relationship between the pending parameter with respect to the inclination of the line. Variational thinking and...

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Detalles Bibliográficos
Autores: Velasco Núñez, Erivan, Cancino Flores, Mercedes, Mazariegos Liévano, Alejandro de Jesús
Tipo de recurso: artículo
Estado:Versión publicada
Fecha de publicación:2021
País:México
Institución:UNIVERSIDAD AUTÓNOMA DE CHIAPAS
Repositorio:Revista Espacio I+D Innovación más Desarrollo
Idioma:español
inglés
OAI Identifier:oai:ojs.espacioimasd.unach.mx:article/265
Acceso en línea:https://www.espacioimasd.unach.mx/index.php/Inicio/article/view/265
Access Level:acceso abierto
Palabra clave:Variación
Crecimiento de plantas
Fases de la luna
variation
growth of plants
phases of the moon
Descripción
Sumario:We consider that it is possible to incorporate elements of the social environment in didactic activities, such as the cultural aspects of native peoples, to favor the understanding of the relationship between the pending parameter with respect to the inclination of the line. Variational thinking and language can also be incorporated into the didactic activity to play an important role in understanding those mathematical topics. The cultural aspects from the Tzeltal perspective are the stages of corn cultivation in different lunar phases. A three stages methodological strategy is established in which for the first stage the theoretical contributions that correspond to Dietz's cultural reproduction have been used, in the second stage elements of the notion of prediction have been incorporated to promote a rationality of thought and Variational language for understanding the relationship between the pending parameter with respect to the inclination of the line. A third methodological stage that consists of a staging, where it is expected that arguments arise that show a favor for the understanding the relationship between mathematical concepts.