TY - JOUR
T1 - Analysis of a teaching learning process of the derivative with the use of ICT oriented to engineering students in Chile
AU - Illanes, Maritza Katherine Galindo
AU - Breda, Adriana
AU - Manríquez, Denise Deyanira Chamorro
AU - Martínez, Hugo Alejandro Alvarado
PY - 2022
Y1 - 2022
N2 - This work aims to analyze the responses of a group of engineering students related to problems about tangents in a teaching learning process of derivative in a differential calculus course. The methodological design, oriented to a group of 161 students from two Chilean universities, considers different onto-semiotic configurations in problem-situations about tangents. The methodology implemented integrates information and communication technologies in differentiated activities, favoring the use of languages and progressive approach to the meaning of the derivative. The exploratory-type analysis was carried out applying some tools of the ontosemiotic Approach of mathematical knowledge and instruction. Difficulties were found in the concept of function and the Euclidean conception of the tangent line, which brings with it a weak interpretation of the derivative function and its geometric representation. It is concluded that the implementation of the geometric interpretation through information and communication technologies makes it possible to improve the teaching of the derivative.
AB - This work aims to analyze the responses of a group of engineering students related to problems about tangents in a teaching learning process of derivative in a differential calculus course. The methodological design, oriented to a group of 161 students from two Chilean universities, considers different onto-semiotic configurations in problem-situations about tangents. The methodology implemented integrates information and communication technologies in differentiated activities, favoring the use of languages and progressive approach to the meaning of the derivative. The exploratory-type analysis was carried out applying some tools of the ontosemiotic Approach of mathematical knowledge and instruction. Difficulties were found in the concept of function and the Euclidean conception of the tangent line, which brings with it a weak interpretation of the derivative function and its geometric representation. It is concluded that the implementation of the geometric interpretation through information and communication technologies makes it possible to improve the teaching of the derivative.
KW - Engineering education
KW - Information and communication technologies
KW - Problems about tangents
KW - Teaching of the derivative
UR - https://www.mendeley.com/catalogue/50864338-46d4-362c-a871-bb99f7f29f51/
U2 - 10.29333/ejmste/12162
DO - 10.29333/ejmste/12162
M3 - Artículo
VL - 18
JO - Eurasia Journal of Mathematics, Science and Technology Education
JF - Eurasia Journal of Mathematics, Science and Technology Education
IS - 7
ER -