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e-ISSN 2600-6006, enero - julio 2024, Vol. 5 - Núm 9
ULEAM - Extensión Sucre - Bahía de Caráquez
31
Introducción
El uso de las Tecnologías de la Información y Comunicación
(TIC) se han integrado en los procesos y labores de enseñanza
e investigación, creando nuevas maneras de adquirir y fortalecer
los conocimientos por parte de los alumnos y profesores (Hein-
ze Martin et al., 2017). La tecnología desempeña un papel fun-
damental en el avance de la educación, es así como se utilizan
diversas metodologías activas en el aula como parte esencial del
proceso de aprendizaje. Una de estas metodologías activas es el
“Flipped Classroom” o “Aula Invertida”, señala el documento,
cambia el orden metodológico tradicional, en la que la presenta-
ción de los contenidos se lleva a cabo fuera del aula, “permitiendo
que el tiempo en el aula se destine a actividades prácticas el es-
tudiante asume un papel más activo en la adquisición de conoci-
miento, convirtiéndola en una metodología activa e innovadora”
(Sierra y Espinosa, 2019, p. 24).
El modelo de aula invertida promueve una comunicación bidi-
reccional entre los estudiantes y el docente, así como entre los
propios estudiantes, lo que fomenta la interactividad y el trabajo
colaborativo. Además, al utilizar material digital, señala el do-
cumento, se brinda a los estudiantes la oportunidad de revisar y
profundizar en los contenidos antes de la clase, lo que les permi-
te reforzar sus conocimientos y participar de manera activa en
las actividades en el aula. Asimismo, se destaca que “el uso de
herramientas digitales en el aula invertida permite experiencias
activas de aprendizaje, que requieren de un pensamiento crítico y
creativo” (Mujica-Sequera, 2017, p. 4).
En la actualidad, los docentes tienen a su disposición diversas
alternativas, y el video se destaca como una herramienta innova-
dora que contribuye al aprendizaje, fortalece los conocimientos y
facilita la adquisición de nuevos conocimientos por parte de los
estudiantes (Mera et al., 2018).
La aplicación Edpuzzle es una herramienta digital en línea que
permite editar videos que se encuentran en el internet, adaptán-
dolos a las necesidades del estudiante y compartir lecciones de
videos interactivos con preguntas incrustadas a lo largo del video
para evaluar al instante el contenido, estas preguntas pueden estar
en texto o el docente puede grabar su voz, lo que facilita la pre-
paración de los estudiantes de manera efectiva (Shelby y Fralish,
2021).
La herramienta Edpuzzle proporciona información sobre las ac-
tividades de los estudiantes a través de las cuentas de profesor
y estudiante. El material subido solo es accesible para los estu-
diantes registrados, quienes pueden verlo y pausarlo según sea
necesario para su revisión. Esto permite que el docente verique
si sus alumnos han visto y comprendido el contenido, así como
el número de veces que cada estudiante ha visto el material. Ade-
más, el docente puede identicar las partes que resultaron más
difíciles para los estudiantes (Jancsó, 2017). Existen varias in-
vestigaciones publicadas que muestran experiencias docentes
con resultados mayormente favorables al utilizar la herramienta
Edpuzzle en distintas áreas de conocimiento. Algunos ejemplos
de estas investigaciones son los estudios realizados por (Jiménez
et al., 2024; Manzano Sánchez, 2023).
La implementación del uso de la herramienta Edpuzzle parte de
la necesidad de disminuir el índice de reprobación en el extraor-
dinario de trigonometría y así los estudiantes puedan continuar
su trayectoria académica de manera favorable, además de utilizar
metodologías activas que promuevan el interés y motivación de
los estudiantes. Considerando que el nivel de complejidad para
aprobar el examen extraordinario de trigonometría aumenta para
los estudiantes con bajo rendimiento ya que muchos es la segunda
vez que presentan el examen sin éxito.
El objetivo de este trabajo fue determinar la eciencia del uso
de videos interactivos con la herramienta Edpuzzle, previo a la
presentación del examen extraordinario de trigonometría en Ma-
temáticas III, con el objetivo de mejorar su aprendizaje y prevenir
reprobar el extraordinario. Cabe señalar que antes del extraor-
dinario el estudiante puede solicitar apoyo de asesores pares y
profesores los cuales imparten asesorías de manera presencial,
sin embargo, la mayoría de los estudiantes no pueden quedarse
después de clases a recibir dicha asesoría, por tal motivo se ve
la necesidad de crear material con el apoyo de la tecnología es-
pecialmente para esta investigación se utilizó videos interactivos
con la herramienta Edpuzzle que el docente adapto con preguntas
para que el estudiante logre comprender signicados y procedi-
mientos de resolución y así poner a prueba sus habilidades antes
del examen.
Metodología
La presente investigación es de carácter descriptivo correlacional,
con enfoque cuantitativo. En el estudio participaron 110 estudian-
tes de segundo año de la Unidad Académica Preparatoria Rubén
Jaramillo de la Universidad Autónoma de Sinaloa, 59 mujeres y
51 hombres, de 15 a 17 años, quienes presentaron el examen ex-
traordinario de Trigonometría de Matemáticas III; a 58 se les soli-
citó estudiar con el temario con videos de Edpuzzle y 52 restantes
con el temario sin videos de Edpuzzle.
El docente importó videos de youtube a la plataforma Edpuzzle,
se editaron y agregaron preguntas con opción múltiple para -
nalmente asignar los videos como tareas en Google Classroom.
Las técnicas empleadas para la investigación fueron encuesta y
examen extraordinario. El instrumento utilizado fue un cuestio-
nario que se realizó de manera virtual a través de formulario de
Google Forms. La encuesta de satisfacción del uso de videos
interactivos cuenta con un total de 9 reactivos de tipo Likert con
opciones: 1 completamente en desacuerdo, 2 desacuerdo, 3 de
acuerdo y 4 completamente de acuerdo. El examen cuenta con 25
reactivos de opción múltiple. Se crearon y asignaron 8 videos de
Edpuzzle en el temario.
Para la realización del análisis estadístico, con la información
resultante del examen se procedió a elaborar una base de datos
en la hoja de cálculo de Excel, para posteriormente codicar y
procesar los datos en el programa SPSS19. Se realizó la prueba