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https://revistasep.usac.edu.gt
Coordinadora General del Sistema de Estudios de Postgrado
148
Desempeño académico
El desempeño académico contribuye al logro de metas, según la planicación y programación de
actividades, debido a que permite tener una perspectiva sobre la enseñanza-aprendizaje de los
estudiantes y como se desempeñan ante las actividades académicas que son dirigidas, para lograr
una construcción de conocimientos apropiados. Dentro de este contexto, el desempeño académico
es el grado de logro de los objetivos de un estudiante dentro del ámbito académico, este involucra
la medición del conocimiento a través de calicaciones; con esto se pretende generar competencias
básicas que faciliten al alumnado a cumplir pertinentemente su rol social y laboral, por ello a través
del desempeño académico se miden las actitudes y aptitudes de los estudiantes como respuesta al
proceso educativo y su aplicación en la vida cotidiana (Gavilanes, 2023).
Conclusiones
Con respecto a la integración de ambientes virtuales, los estudiantes se adaptaron
oportunamente al uso de plataformas que poseen diversas herramientas virtuales, lo que
incide en lograr un desempeño académico apropiado, a través de aprovechar la virtualidad,
para administrar el tiempo, jornadas laborales, distancia entre el trabajo, domicilio y centro
universitario. También existieron desventajas como falta de recursos económicos, carga
familiar, entre otros aspectos relevantes.
Además, la utilización de metodologías educativas a espacios virtuales, contribuyeron a la enseñanza
aprendizaje dentro de la virtualidad, a través de la relación directa con procesos educativos entre
docentes-estudiantes, al generar conocimientos y desarrollo de habilidades, donde los ambientes
virtuales fueron fundamentales en la formación educativa, inuyendo en el desempeño ecaz de los
estudiantes, en este contexto; la planicación, plataformas virtuales y recursos tecnológicos, que
permitieron el desarrollo de actividades académicas dentro del entorno educativo.
En este contexto, es importante que, dentro de la educación presencial la institución educativa,
a través de las autoridades competentes, sigan promoviendo la utilización de plataformas y
herramientas educativas, para fortalecer el proceso de enseñanza a través de la virtualidad,
con el propósito que los estudiantes tengan la oportunidad de entregar tareas en los espacios
que posee las plataformas, para elevar el nivel de aprendizaje, ahorro de recursos por
impresión de trabajo, debido a que son personas que estudian, trabajan y tienen en muchas
ocasiones limitación de recursos económicos.
Referencias
Escudero Nahón, A. (2017). Aportaciones al proceso horizontal de transversalización de
la Educación a Distancia en las instituciones de educación superior. Revista De La
Educación Superior, 46(182), 57-69. https://www.scielo.org.mx/scielo.php?pid=S0185-
27602017000200057&script=sci_arttext