Bibliographic citations
Carrasco, W., (2023). Dificultades que presentan los estudiantes del cuarto grado de educación secundaria en el tránsito entre los registros algebraico y gráfico de la función cuadrática. Una mirada desde la teoría de registros de la representación semiótica [Universidad Antonio Ruiz de Montoya]. http://hdl.handle.net/20.500.12833/2543
Carrasco, W., Dificultades que presentan los estudiantes del cuarto grado de educación secundaria en el tránsito entre los registros algebraico y gráfico de la función cuadrática. Una mirada desde la teoría de registros de la representación semiótica []. PE: Universidad Antonio Ruiz de Montoya; 2023. http://hdl.handle.net/20.500.12833/2543
@misc{renati/1008370,
title = "Dificultades que presentan los estudiantes del cuarto grado de educación secundaria en el tránsito entre los registros algebraico y gráfico de la función cuadrática. Una mirada desde la teoría de registros de la representación semiótica",
author = "Carrasco Altamirano, Wilter Yomer",
publisher = "Universidad Antonio Ruiz de Montoya",
year = "2023"
}
The present research aims to analyze the difficulties that fourth grade secondary education students have in learning the quadratic function when moving between the algebraic and graphic registers. For this, the Theory of Registers of semiotic representation, created by R. Duval between the end of the 90s and the beginning of the 2000s, was used. This theory is based on the cognitive approach that is given to mathematical activity in search of principles associated with the learning of mathematical objects. This research was carried out with fourth grade secondary education students in a rural state school in the Amazonas region of Peru. The methodology followed to develop this research is a qualitative approach of descriptive level, since a questionnaire was applied to the study group, and the results obtained were described and analyzed. As a result, it was found that students have more difficulty when making calculations and identify Cartesian coordinates poorly, as serious difficulties were found in converting a representation in the algebraic register to its graphic register. This is mainly due to the poor understanding of previous concepts associated with the mathematical object quadratic function.
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