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)
Cevallos, D. (2020). Implementación de GeoGebra basada en la resolución de problemas de perímetro y área. Revista
Tecnológica-Educativa Docentes 2.0, 9(1), 28-33. https://doi.org/10.37843/rted.v9i1.99
Implementación de GeoGebra Basada en
la Resolución de Problemas de Perímetro y
El objeto de esta investigación se limitó al
bloque curricular de Geometría y Medida del
subnivel superior de EGB, donde se abordan de
manera prioritaria seis destrezas de las catorce
destrezas imprescindibles. Las mismas, que
contribuyen principalmente a mejorar el desempeño
al resolver problemas geométricos de figuras
planas. Esto se justificó por el tratamiento de los
siguientes contenidos disciplinares: figuras
geométricas semejantes, teorema de Thales,
perímetro y área de triángulos, teorema de
Pitágoras, relaciones trigonométricas en el triángulo
rectángulo, área de polígonos regulares y
descomposición en triángulos para el cálculo de
áreas de figuras geométricas compuestas. Por tanto,
el tratamiento didáctico de estos contenidos
disciplinares, facilitó la comprensión de aspectos
convergentes hacia la resolución de problemas de
interés.
En consecuencia, a partir de las
consideraciones anteriores, se llega a formular el
problema: ¿Cómo se puede implementar el software
GeoGebra en el desarrollo de las destrezas
imprescindibles para la resolución de problemas
relacionados con perímetro y área de figuras planas?
Objetivo general. Implementar el software
GeoGebra como recurso didáctico dirigido al
desarrollo de las destrezas imprescindibles que
contribuyen a la resolución de problemas
relacionados con perímetro y área de figuras planas.
Fundamentos teóricos
Los recursos didácticos según define Moya
(2010): “son todos aquellos materiales, medios
didácticos, soportes físicos, actividades, etc. que
van a proporcionar al formador ayuda para
desarrollar su actuación en el aula” (p.1). En
adición, un recurso didáctico es “cualquier material,
no diseñado específicamente para el aprendizaje de
un concepto o procedimiento determinado, que el
profesor decide incorporar en sus enseñanzas”
(Flores et al., 2011, p.8). Es decir, los recursos
didácticos son todos los recursos que el docente
emplea o adapta para ser utilizados como apoyo
didáctico en el desarrollo de las actividades
educativas. Con lo cual, se facilita el proceso de
enseñanza -aprendizaje.
En la generación de conocimientos de
Geometría existen diferentes tipos de recursos
como la calculadora, vídeos, software
(procesadores de texto, hojas de cálculo, editores de
gráficos, gestores de bases de datos), los juegos, el
retroproyector entre otros (Flores et al., 2011).
Actualmente, se emplean los recursos
mencionados, pero con mejores condiciones e
incluso han aparecido nuevos recursos para el
ámbito educativo. Sin embargo, su aplicación queda
determinada por el docente, quien da sentido a los
mismos con el objetivo de guiar la construcción del
conocimiento. Es decir, el uso pertinente de un
recurso tiene relación directa con el desarrollo de
una destreza.
Por otro lado, Almenara (2007) indica al
respecto, "hay que ver a las tecnologías como medio
y recurso didáctico, más no como la panacea que
resolverá las problemáticas dentro del ámbito
educativo” (p. 5). Las TIC en el área educativa,
representan recursos didácticos para contribuir al
desarrollo de las destrezas de los educandos, pero
no se deben apreciar como solución total de las
necesidades educativas. Su uso únicamente
permitirá permear algunos inconvenientes
pedagógicos, es por ello necesario, no
sobredimensionar este recurso en el aula de clase.
Riveros, Mendoza & Castro (2011) expresan
que “al integrar las TIC al aula se incorporan como
un medio más de instrucción, cuya finalidad última
es aprender con las tecnologías y no aprender de las
tecnologías” (p. 5). Con ello se pretende, emplear
las TIC como un recurso para ayudar al educando a
alcanzar las destrezas con el uso de la tecnología.
Es decir, las TIC son un recurso importante, en el
cual el docente puede apoyarse al guiar su
utilización y aplicación con fines educativos e
innovadores, donde convergen capacidades,
actitudes, contenidos, destrezas y valores.
De tal manera, las TIC funcionan como un
recurso motivador del aprendizaje de matemáticas,
pues generan en los educandos un mayor
compromiso y apropiación de los conceptos,
axiomas y teoremas al facilitar la visualización de
los problemas planteados desde diferentes
perspectivas (Riveros & Mendoza, 2011). Si bien
existen varios recursos tecnológicos que pueden
ayudar al proceso de aprendizaje de la Geometría,
se considera pertinente el uso de GeoGebra