![](data:image/png;base64,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)
97 Recibido: 25/06/2023 - Revisado: 22/11/2023 - Publicado: 29/01/2024
e-ISSN 2600-6006, enero - julio 2024, Vol. 5 - Núm 8
sobre la enseñanza y el uso de las tecnologías de
la información y la comunicación (TIC) por parte
de profesores de educación superior. Formación
universitaria, 13(3), 89-100. https://doi.org/https://
dx.doi.org/10.4067/S0718-50062020000300089
Aretio, L. G. (2021). COVID-19 y educación a distancia
digital: preconnamiento, connamiento y
posconnamiento. RIED-Revista Iberoamericana De
Educación a Distancia, 24(1), 09–32. https://doi.org/
https://doi.org/10.5944/ried.24.1.28080
Breijo Worosz, T. (2009). Concepción pedagógica del
proceso de profesionalización de los estudiantes
para los estudiantes de las carreras de Educación
Media Superior durante la formación inicial:
estrategia para su implementación en la Universidad
de Ciencias Pedagógicas de Pinar. Tesis presentada
en opción al grado cientíco de Doctor en Ciencias
Pedagógicas. Recuperado el 16 de 8 de 2023,
de http://repositorioslatinoamericanos.uchile.cl/
handle/2250/2915252
Brown, T. L., LeMay Jr, H. E., Bursten, B. E., & Burdge, J.
R. (2007). Química La Ciencia Central. PEARSON
EDUCACIÓN. Recuperado el 6 de julio de 2023, de
https://academia.utp.edu.co/quimica2/les/2018/09/
quc3admica-la-ciencia-central-brown.pdf
Calik, M. (2005). Un estudio entre edades de diferentes
perspectivas en química de soluciones desde la
escuela secundaria hasta la secundaria. Int J Sci
Math Educ, 3, 671–696. https://doi.org/https://doi.
org/10.1007/s10763-005-1591-y
Campaña Castellano, V. I. (2022). Utilización de Google Sites
para el proceso de enseñanza aprendizaje de Química
para estudiantes de primer año de bachillerato.
Tesis de Maestria. Ambato, Tunguragua, Ecuador:
Universidad Tecnológica Indoamérica.
Ccoa Mamani, F. d., & Alvites Huamaní, C. G. (2021).
Herramientas Digitales para Entornos Educativos
Virtuales. Lex: Revista de la Facultad de Derecho
y Ciencia Política de la Universidad Alas Peruanas,
19(27), 315-330. https://doi.org/http://dx.doi.
org/10.21503/lex.v19i27.2265
Chang, R., & College, W. (2010). Química General. Editorial
Mc Graw Hill. Recuperado el 6 de julio de 2023, de
https://sacaba.gob.bo/images/wsacaba/pdf/libros/
quimica/Chang-QuimicaGeneral7thedicion.pdf
Dávila Rojas, O. M., & Gutiérrez Pantoja, C. R. (2019).
Google Sites como herramienta didáctica online
en el aprendizaje signicativo del área de ciencia,
tecnología y ambiente en. Hamut´ay, 6(1), 33-53.
https://doi.org/http://dx.doi.org/10.21503/hamu.
v6i1.1573
Formichella, M. M., & Alderete, M. V. (2018). “TIC en la
escuela y rendimiento educativo: el efecto mediador
del uso de las TIC en el hogar”. Cuadernos de
Investigación Educativa 9.1, 75-93. https://doi.org/
https://doi.org/10.18861/cied.2018.9.1.2822
Gómez Moliné, M. R., & Sanmartí Puig, N. (2018). El
aporte de los obstáculos epistemológicos. Educación
Química, 13(1), 61- 68. https://doi.org/https://doi.
org/10.22201/fq.18708404e.2002.1.66321
Góngora Zambrano, R. W., & Santana Giler, F. E. (2021).
Fortalecimiento teórico-práctico de la enseñanza de
la Química mediante la aplicación de simuladores
virtuales a los estudiantes de 2do año de Bachillerato
de la Unidad Educativa Técnico Uruguay de la ciudad
de Portoviejo de la provincia de Manabí. CoGnosis:
Revista de Ciencias de la Educación, 6(2), 71-92.
https://doi.org/https://doi.org/10.33936/cognosis.
v6i2.2922
Guamán Holguín, H. N., Quevedo Guerrero, J. N., & García
Batista, R. M. (2023). Efecto de la fertilización
inyectada y di-ferentes dosis de enraizantes
en el cultivo de banano. Revista Cientíca
Agroecosistemas, 11(1), 84*90. Recuperado el 20 de
agosto de 2023, de https://aes.ucf.edu.cu/index.php/
aes
Hernández-Sampieri, R., & Mendoza Torres, C. P. (2020).
Hernández-S Metodología de la investigación: las
rutas cuantitativa, cualitativa y mixta. Mcgraw-
hill. Recuperado el 3 de julio de 2023, de http://
repositorio.uasb.edu.bo/handle/54000/1292
Landau, L., Ricchi, G., & Torres, N. (2014). Disoluciones:
¿Contribuye la experimentación a un aprendizaje
signicativo? Educación química, 25(1), 21-29.
Recuperado el 12 de julio de 2023, de https://www.
elsevier.es/es-revista-educacion-quimica-78-articulo-
disoluciones-contribuye-experimentacion-un-
aprendizaje-S0187893X14705191
Manyari Del Carpio, S., Vargas Manyari, J. h., & Cruz
Oyola, I. E. (2023). Manyari Del Carpio, Sonia
Elena, Vargas Manyari, Jonny Humberto, & Cruz
OyoRecursos digitales favorecen el proceso de
enseñanza y aprendizaje en tiempos de pandemia.
Manyari Del Carpio, Sonia Elena, Vargas Manyari,
Jonny Humberto, & Cruz Oyola, Isela Edith.
(2023). Recursos digitales favorecen el proceso de
enseHorizontes Revista de Investigación en Ciencias
de la Educación, 7(27), 397-402. https://doi.org/
https://doi.org/10.33996/revistahorizontes.v7i27.524
Ricoy, M. C., Tiberio , F., & Sevillano, M. L. (2019).
COMPETENCIAS PARA LA UTILIZACIÓN
DE LAS HERRAMIENTAS DIGITALES EN LA
SOCIEDAD DE LA INFORMACIÓN. Educación
XX1, 13(1), 199-219. Recuperado el 12 de julio
de 2023, de http://www.redalyc.org/articulo.
oa?id=70618037009