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Quintaesencia
Revista de Educación
ISSN 2076-5363 (en
línea)
Quintaesencia (2021), vol. 12, pp. 157 - 158
DOI: https://doi.org/10.54943/rq.v12i1.50
V Coloquio Binacional sobre la Enseñanza de las Matemáticas, Universidad Nacional de
Tumbes, 28 y 29 de mayo de 2021 (V COBISEMAT)
GeoGebra, Classroom y evaluaciones auto-corregibles en la enseñanza
superior
GeoGebra, Classroom, and self-correcting assessments in higher education
Alex Xavier Renjifo Salazar 1Marhori Margit Vilca Alvarez 2, b
1Pontificia Universidad Católica del Perú, Perú alexrenjifo@hotmail.com
2Universidad ESAN, Perú
bhttps://orcid.org/0000-0003-2314-9468
Información Resumen
Recibido: 14/03/2021.
Aceptado: 10/05/2021.
Palabras clave:
GeoGebra, actividades
auto corregibles, auto
evaluables.
Este taller se desarrolló de forma virtual, haciendo uso de los computadores personales, ya
que se pretende que los participantes realicen construcciones utilizando el software
GeoGebra, con la posibilidad de realizar cambios inmediatos que permiten identificar las
propiedades invariantes de los objetos matemáticos. La sesión enfatiza hace énfasis
práctico e incluye actividades individuales o en forma cooperativa, a fin de promover la
discusión y el intercambio de estrategias de solución para los diversos problemas
propuestos, como el cálculo de raíces de una ecuación cuadrática o los problemas de
aplicación al cálculo y a las ecuaciones diferenciales. Este taller nos permite lograr que el
docente pueda mostrar muchas variantes de los ejercicios planteados, sin perder
generalidad de las funciones a trabajar.
Information Abstract
Keywords:
GeoGebra, Self-
correcting, self-
assessing activities.
This workshop was developed virtually, making use of personal computers, since it is
intended that participants make constructions using GeoGebra software, with the
possibility of making immediate changes that allow identifying the invariant properties of
mathematical objects. The session emphasizes practical emphasis and includes individual
or cooperative activities, in order to promote discussion and exchange of solution
strategies for the various problems proposed, such as the calculation of roots of a quadratic
equation or problems of application to calculus and differential equations. This workshop
allows the teacher to show many variants of the proposed exercises, without losing the
generality of the functions to be worked on.
INTRODUCCIÓN
Este presente taller busca contribuir con la enseñanza de la matemática, en la modalidad virtual,
específicamente en la educación superior. Incorpora el uso de recursos tecnológicos como el software
de matemática, los cuales permiten potenciar el pensamiento de los estudiantes debido a su flexibilidad
y versatilidad.
El mismo nos ayudara como docentes a tener mayor versatilidad en los ejercicios propuestos, como son
el cálculo de raíces de una ecuación cuadrática o los problemas de aplicación al cálculo y a las
ecuaciones diferenciales, ayudando tanto a su visualización, como su evaluación.
Finalidad, diseño e implementación del taller
En el presente taller exploraremos y realizaremos construcciones rápidas para trabajar en evaluaciones
auto corregibles que nos ayudara a proponer una mayor cantidad y variedad de ejercicios con lo cual