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Estrategia didáctica basada en la tecnología educativa para mejorar el aprendizaje de matemática en los estudiantes del primer ańo de BGU de la Unidad Educativa Humberto Fierro

Didactic strategy based on educational technology to improve mathematics learning in first-year BGU students of the Unidad Educativa Humberto Fierro<= /span>

1	Jacinto Joaquín Obando Guamán	https://orcid.org/0009-0007-0349-0294
	Maestría en Pedago= gía, Universidad Bolivariana del Ecuador, Guayaquil, Ecuador. joaquin_jotita@hotmail.com
2	Carlos Iván Villal= va Heredia	https://orcid.org/0000-0002-4042-943= X
	Maestría en Educación, Universidad Bolivariana del Ecuador, Guayaquil, Ecuador. civillalvah@ube.edu.ec =
3	Ramón Guzmán Herná= ndez	https://orcid.org/0009-0005-3190-4808
	Maestría en Educac= ión, Universidad Bolivariana del Ecuador, Guayaquil, Ecuador. rguzman@bolivariano.edu.ec

=	Artículo de Investigación Científica y Tecnológica Enviado: 20/04/2024 Revisado: 17/05/2024 Aceptado: 04/06/2024 Publicado:05/07/2024 DOI: https://doi.org/10.33262/ap= .v6i3.501
<= span style=3D'font-size:10.0pt;line-height:115%;font-family:"Times New Roman",= serif; mso-fareast-font-family:Calibri;color:blue'>
Cítese:		Oban= do Guamán, J. J., Villalva Heredia, C. I., & Guzmán Hernández, R. (2024). Estrategia didáctica basada en la tecnología educativa para mejorar el aprendizaje de matemática en los estudiantes del primer ańo de BGU de la Unidad Educativa Humberto Fierro. AlfaPublicaciones, 6(3), 23–50. https://doi.org/10.33262/ap= .v6i3.501
		ALFA PUBLICACIONES, es una revista multidisciplinar, trimestral, que se public= ará en soporte electrónico tiene como misión contribuir a la &nbs= p; formación de profesionales competentes con visión humanística y crítica q= ue sean capaces de exponer sus resultados investigativos y científicos en la misma medida que se promueva mediante su intervención cambios positivos e= n la sociedad. https://alfapublicaciones.= com <= span style=3D'font-size:8.0pt;line-height:115%;font-family:"Times New Roman",s= erif; mso-fareast-font-family:Calibri'>La revista es editada por la Editorial Ciencia Digital (Editorial de prestigio registrada en la Cámara Ecuatoria= na de Libro con No de Afiliación 663) www.celibro.org.ec<= /a>
		Esta revista está protegida bajo una licencia Creative Commons Attribution Non Commercial No Derivatives 4.0 International. Copia de la licencia: http://creativecommons.org= /licenses/by-nc-nd/4.0/
Pala= bras claves:= Estrategia didáctica, tecnología educativa, modelo educativo, entornos virtuales de aprendizaje, resolución de problemas de matemáticas, plataformas y herramientas digitales		Resumen Introducción. El empleo de las TIC es un mecanismo que permite desarrollar estrategias didácticas utilizando las tecnologías educativas apoyadas en la teoría del diseńo instruccional para lo cual es necesario una actualización de contenidos y las formas de enseńar los contenidos educativos los cuales d= eben estar acordes con el currículo establecido en el diseńo curricular del ár= ea de matemáticas. La educación requiere del uso de estrategias didácticas adecu= adas y personalizadas a fin de alcanzar una educación de calidad. La Tecnología Educativa (TE) es un sistema multidisciplinario que combina las TICs = y la pedagogía para perfeccionar el proceso de enseńanza – aprendizaje y se em= plea este sistema para fortalecer el aprendizaje experiencial. Objetivo. Proponer una estrategia didáctica basada en tecnología educativa para mejorar el aprendizaje en el área de Matemática en los estudiantes del primer ańo de= BGU de la Unidad Educativa Humberto Fierro. Metodología. Para desarrollar la investigación se empleó el enfoque cuantitativo, = el tipo de investigación es descriptiva y documental, el diseńo de la investigación según el tiempo es No Experimental de Corte Transversal. Se realizó un análisis de los datos utilizando técnicas de la estadística descriptiva p= ara identificar patrones, tendencias o relaciones entre las variables de inte= rés. La población de estudio fue de: 460 estudiantes; la muestra= fue de 50 estudiantes del primer ańo de BGU. Resultados. La mayoría= de los estudiantes percibe que los recursos tecnológicos facilitan la resolu= ción de problemas matemático, La necesidad de utilizar entornos virtual= es fue respaldada por el 66% con "La mayoría de veces sí" y el 34%= con "Siempre". Conclusión. Las estrategias didácticas y el u= so de tecnología educativa fueron vistas de manera favorable. lo que sugiere= una adaptación exitosa de las estrategias a las necesidades individuales de l= os estudiantes. Área de estudio general: Educación. Área de estudio específica: Pedagogía. Tipo de estudio: Artículos originales
Keywords: Teaching strategy, educational technology, educational model, virtu= al learning environments, mathematics problem solving, digital platforms and tools		Abstract Introduction. The use of I= CT is a mechanism that allows the development of teaching strategies using educational technologies supported by the theory of instructional design,= for which it is necessary to update the content and the ways of teaching the educational content, which must be in accordance with the established curriculum. in the curricular design of the area of mathematics. Education requires the use of appropriate and personalized teaching strategies to achieve quality education. Educational Technology (ET) is a multidisciplinary system that combines ICT and pedag= ogy to improve the teaching-learning process and this system is used to strengthen experiential learning. Objective. Propose a didactic strategy based on educational technology to improve learning around Mathematics in the first-year students of BGU of the Unidad Edu= cative Humberto Fierro. Methodology. To develop the research, the quantitative approach was used, the type of research is descriptive and documentary, the research design according to time is Non-Experimental Cross-sectional. An analysis of the data was conducted using descriptive statistics techniques to identify patterns, trends, or relationships betw= een the variables of interest. The study population was: 460 students; The sa= mple was 50 first-year BGU students. Results. Most students perceive th= at technological resources facilitate the resolution of mathematical problem= s. The need to use virtual environments was supported by 66% with "Most= of the time yes" and 34% with "Always". Conclusion. Teaching strategies and the use of educational technology were viewed favorably. suggesting successful adaptation of strategies to individual student needs.

Introducción

Las Tecnologías de la Información= y la Comunicación (TIC) en la educación son muy importantes para enseńar, estas contribuyen significativa a al ámbito educativo, lo que ha d= ado origen a la transformación de la metodología de enseńar y gestionar el proc= eso del conocimiento de la información, esto impacta a todos los niveles educativos, que van a partir de la educación primaria hasta la educación superior y abarca una diversidad de áreas de estudio.

Las TIC amplían el ac= ceso a la educación al romper barreras geográficas y temporales, empleando el internet y los dispositivos móviles, mediante los cuales los estudiantes y docentes pueden acceder a las plataformas educativas desde cualquier parte = que se encuentren; esto es beneficioso para aquellos que e= stán geográficamente alejados de centros educativos o que tienen horarios de est= udio poco flexibles. Según Coloma et al. (2020) las TIC:<= /o:p>

“constituyen el eje transversal principal para las 4 áreas fundamentales y los docentes cuentan con 10 horas semanales de capacitación informática en las instituciones educativas para poder cumplir con este propósito; pero sin embargo en asignaturas como mate= mática existe resistencia por parte de los docentes en utilizar las aplicaciones w= eb como herramientas metodológicas por tratarse de una ciencia exacta con contenidos abstractos y se mantiene preferentemente el método tradicional de impartir clases magistrales.” (p. 1)

Actualmente todas las instituciones educativas están integrando las TICs, a sus procesos educativos debido a la disrupción ocasionada por la pandemia del COVID-19, = para lo cual están adaptando procedimiento y estrategias metodológicas para redireccionar la modalidad de educación y construir una identidad propia co= mo plantel educativo mediante diseńos curriculares personalizados. El sistema educativo, según Delgado-Ramírez et= al. (2021) ha tenido una:

“gran trasformación desde la aparición del virus denominado COVID-19 lo que provo= co cambios y adaptaciones en todas las instancias educativas permitiendo descu= brir diferentes necesidades y en otras ocasiones las bondades que se pueden considerar al momento de aplicar la tecnología en la educación, así mismo en los contextos investigativos donde los escenarios de investigación en el ám= bito de la educación se han volcado a un contexto virtual. (p. 146)

Actualmente estamos inmersos en una nueva forma de dictar las clases, ha cambiado a nue= vas formas empezando desde la planificación y el desarrollo de los recursos didácticos y la utilización de los materiales digitales para construir y transferir la información a los estudiantes; desde este enfoque es necesario construir nuevas estrategias para que permita a los estudiantes ser creador= es de su propio conocimiento y el docente únicamente ser el facilitador del proceso de enseńanza aprendizaje.

El uso de las TIC tiene venta= jas que derivan del potencial de las TIC para proporcionar recursos interactivos, personalizados y accesibles que complementan y enriquecen la enseńanza tradicional de las matemáticas. A continuación, se detallan algunas de las ventajas clave de utilizar TIC en este contexto:

1. Interactividad y compromiso: = las TIC ofrecen una variedad de herramientas interactivas, como software educat= ivo, aplicaciones móviles y plataformas en línea, que permiten a los estudiantes interactuar con los conceptos matemáticos de manera dinámica y participativ= a. Estas herramientas pueden incluir juegos, simulaciones, actividades de resolución de problemas y tutoriales interactivos, que captan el interés de= los estudiantes y los motivan a explorar y comprender los conceptos matemáticos= de manera más profunda.

2. Visualización y representación gráfica: las TIC permiten la visualización y representación gráfica de conceptos matemáticos de manera intuitiva y dinámica. Mediante el uso de software de geometría dinámica, como GeoGebra o Desmos, los estudiantes pue= den explorar figuras geométricas, funciones matemáticas y relaciones algebraica= s de manera visual y manipulativa. Esto facilita la comprensión de conceptos abstractos y fomenta el desarrollo del pensamiento matemático.

3. Personalización del aprendiza= je: mediante el uso de programas de enseńanza adaptativa y sistemas de tutoría inteligen= te, los estudiantes pueden recibir retroalimentación y apoyo personalizado en función de su progreso y nivel de habilidad.

4. Acceso a recursos educativos = en línea: estos recursos complementan la enseńanza en el aula y permiten a los estudiantes profundizar en conceptos matemáticos específicos a su propio ri= tmo y nivel de comprensión. Además, el acceso a recursos en línea amplía las oportunidades de aprendizaje más allá de los confines del aula, permitiendo= a los estudiantes explorar y descubrir nuevas ideas y aplicaciones matemática= s en contextos del mundo real.

5. Colaboración y aprendizaje social: las TIC facilitan la colaboración y el aprendizaje social entre estudiantes, así como entre estudiantes y docentes. Mediante el uso de herramientas de comunicación y colaboración en línea, como foros de discusi= ón, wikis y plataformas de trabajo en grupo, los estudiantes pueden compartir i= deas, resolver problemas juntos y construir conocimiento de manera colaborativa. = Esto promueve el desarrollo de habilidades sociales y de trabajo en equipo, así = como la construcción de una comunidad de aprendizaje en línea.=

Estas ventajas tienen el pote= ncial de transformar la enseńanza y el aprendizaje de las matemáticas, haciendo q= ue sea más accesible, significativo y relevante para todos los estudiantes. Sin embargo, es importante destacar que el uso efectivo de las TIC requiere una planificación cuidadosa, una formación adecuada de los docentes y una integración coherente con el currículo escolar.

La educación requiere= del uso de estrategias didácticas adecuadas y personalizadas a fin de alcanzar = una educación de calidad, según Rivera et al. (2023) existe la nece= sidad de:

“Estudiar las estrategias didácticas usadas por los docentes en el entorno virtual es importante porque la educa= ción virtual requiere ser repensada en la forma y contenido en que se viene impartiendo a los estudiantes de nivel superior. Así, se llegará a los estudiantes con estrategias didácticas activas que procuren acercar al estudiante a contenidos pertinentes, luego de discernir en el amplio mundo = de la información que se produce cada día vertiginosamente. (p. 123)

Los resultados de aprendizaje de matemáticas según el Programa de Evaluación Internacional de Estudiantes PISA (Instituto Nacion= al de Evaluación Educativa, 2018), es el siguiente: el desempeńo en matemáticas, l= os estudiantes de Ecuador obtuvieron un promedio de 377 puntos, mientras que el promedio de ALC es de 379, y el de OCDE 490 puntos, en consecuencia, el rendimiento de matemáticas está por debajo del promedio, lo que significa q= ue es necesario implementar estrategias didácticas aplicadas con recursos de t= ecnologías educativas para mejorar el rendimiento en matemáticas (p. 40).

Esta deficiencia se ocasiona por la enseńanza tradicional y la limitada Integración de Tecnolog= ía Educativa y por el déficit en la planificación curricular; por lo tanto, hay que tener muy claro que la aplicación de la TICs en el campo de la educación juega un papel muy importante en el desarrollo de materiales o recursos didácticos innovadores, que puedan apoyar el proceso de enseńanza y aprendi= zaje y así alcanzar los objetivos planteados de adquisición de conocimientos.

Las TICs promueve una generación de materiales didácticos establecidos como libros electrónicos, videojuegos recursos multimedia, entre otros; además, hay que saber que este tipo de materiales deben tener dimensiones pedagógicas adecuadas que puedan distinguirlos fácilmente de los materiales utilizados en entornos tradicion= ales o simulados, es decir, deben ser accesibles.

La Tecnología Educativa (TE), es un sistema multidisciplinario que combina las TICs y= la pedagogía para perfeccionar el proceso de enseńanza – aprendizaje, se emplea este sistema para fortalecer el aprendizaje experiencial educativo y promov= er el desarrollo de las habilidades para el manejo de las herramientas tecnológicas.

Al respecto Cusme (2023), describe que las TE “transforma los procesos de enseńanza aprendizaje por cuanto estos recursos proporcionan a los estudiantes una plataforma interac= tiva para compartir ideas y participar activamente en su proceso de aprendizaje”= (p. 534). La tecnología educativa contribuye a la integración de las plataformas educativas en la educación para desarrollar los procesos educativos en el a= ula.

Actualmente la TICs s= on las herramientas más utilizadas en la educación por cuanto permite contribu= ir en forma eficiente a desarrollar una educación de calidad y a los estudiant= es les facilita comprender de mejor forma los contenidos curriculares debido a= que se utilizan los recursos virtuales de audio, video y texto; mediante el emp= leo de las TICs se configura los sistemas de TE, los cuales brindan apoyo al proceso educativo al acoger los procedimientos de práctica docente fundamentados en las teorías de enseńanza – aprendizaje y apoyados en los recursos educativos de la comunicación y la tecnología. La TE se= gún Mujica-Sequera (2020) la define como= “el conjunto de teorías y de técnicas que permiten el aprovechamiento práctico = del conocimiento científico” (p. 16).

La TE en sus inicios se desarrolló mediante el empleo recursos tecnológicos pa= ra enseńar, por lo que se empleó únicamente para enseńar mediante de los medio= s y recursos instructivos, más tarde el sistema educativo vio la necesidad de utilizar la tecnología para enseńar, desde este contexto García-Valcárcel (2002) seńalan que la= :

“se concibió la tecnología educativa con un sentido más amplio que los recursos instrumenta= les de la enseńanza. Se entendió la tecnología educativa como tecnología de la enseńanza o de los procesos educativos, considerando que la tecnología significaba aplicar el conocimiento científico a una determinada actividad humana con el fin de incrementar la calidad y productividad de dichas accio= nes.” (p. 71)

Desde este enfoque se asume que tecnología educativa es un ámbito multidisciplinario que combina = la tecnología con la pedagogía para mejorar el proceso de enseńanza y aprendiz= aje; por lo tanto, al emplear en forma eficiente los recursos tecnológicos para mejo= rar la experiencia educativa y promover el desarrollo de habilidades en el mane= jo de los recursos tecnológicos permite complementar así como también transfor= mar el formato y la metodología que se emplea para la enseńanza y el aprendizaj= e de las matemáticas.

Problemática: para indagar la problemática del aprendizaje de matemáticas de los estudiantes de primero de Bachillerato de la Unidad Educativa Humberto Fierro, Ecuador 2024 se empleó= la técnica del árbol de problemas, esta herramienta nos permite analizar las situaciones negativas en un escenario, según González-Muńoz et al. (2023):

“consiste en desarrollar ideas creativas para identificar las posibles causas del conflicto generando de f= orma organizada un modelo que explique las razones y consecuencias del problema.= En similitud a un árbol, el problema principal representa el tronco, las raíces son las causas y las ramas los efectos.” (p. 126)

Por lo tanto, con este instrumento se identificó las causas raíz y secundarias que originan el problema principal en los estudiantes del primer ańo de BGU, las cuales se describen a continuación:

Causas principales:

1) Limitada integración de tecnología educativa<= /span>

a) Déficit de capacitación docente en el uso efectivo de la= tecnología educativa

b) Resistencia al cambio por parte de algunos docentes=

2) Falta de adaptación al estilo de aprendizaje<= /span>

a) Enfoque genérico de las estrategias didácticas que no ti= enen en cuenta las diferencias individuales de los estudiantes=

b) Falta de personalización de la enseńanza utilizando herramientas tecnológicas

3) Déficit en la planificación curricular=

a) Ausencia de alineación entre los objetivos de aprendizaj= e, las estrategias didácticas y el uso de la tecnología

b)&n= bsp; Currículo poco flexible que no permite la integración efectiva de herramientas tecnológicas

Una vez determinadas = las causas principales se estableció el problema principal identificado como: “Deficiente aprendizaje de matemáticas EN los estudiantes de primero de BGU= ”, con base en esta problemática se determinó los efectos principales

Efectos principales

1) Bajo nivel de comprensión en matemáticas

a) Dificultades para aplicar conceptos matemáticos en situaciones cotidianas

b) Bajo desempeńo en evaluaciones de matemáticas=

2) Desmotivación y desinterés aprendizaje de las matemática= s

a) Falta de compromiso de los estudiantes para el aprendiza= je de los contenidos matemáticos.

b)&n= bsp; Pérdida de interés en el aprendizaje de matemáticas.

3) Brecha en habilidades tecnológicas=

a) Los estudiantes carecen de habilidades tecnológicas nece= sarias para el proceso educativo.

b)&n= bsp; Desventaja en comparación con estudiantes de entornos educativos avanzados.

En correlación con las causas, el problema principal, y los efectos encontrados sobre el aprendiza= je de las matemáticas se determina que la formulación del probl= ema de la siguiente forma: żCómo desarrollar estrategias didácticas basada en tecnología educativa para mejorar el aprendizaje en el área de matemática de los estudiantes del primer ańo de BGU de la Unidad Educativa Humberto Fierro?

Contexto del problema

Se discuten las limitaciones de los métodos tradicionales de enseńanza y se identifica la f= alta de motivación y el bajo rendimiento como problemas comunes. Asimismo, se mencionan los avances tecnológicos y su creciente influencia en la educació= n. Se busca comprender cómo la falta de uso de tecnología en la enseńanza de matemática puede contribuir a los problemas mencionados y se plantea la necesidad de desarrollar estrategias didácticas basadas en la tecnología pa= ra abordar dichos problemas.

El Objetivo que se establece es: proponer una estrategia didáctica basada en tecnología educativa para mejorar el aprendizaje en el = área de Matemática en los estudiantes del primer ańo de BGU de la Unidad Educa= tiva Humberto Fierro.

El alcance de la investigación se centra en los estudiantes = de primer ańo de bachillerato de la Unidad Educativa Humberto Fierro, ubicada = en la Parroquia Sevilla, Cantón Cáscales, Provincia de Sucumbíos.

Justificación

Con esta investigación se propone formular una estrategia didáctica con base en= la tecnología educativa para mejorar el aprendizaje en el área de matemática en los estudiantes del primer ańo de bachillerato de la Unidad Educativa Humberto Fie= rro. El empleo de la tecnología proporciona la generación de recursos didácticos para enseńar a los estudiantes a resolver los problemas de matemáticas. Además, se mencionan estudios previos que respaldan la i= dea de que la tecnología educativa puede tener un impacto positivo en el aprendizaje de matemática. Esta sección proporciona una justificación sólid= a y convincente para llevar a cabo el estudio propuesto, por cuanto las estrate= gias didácticas desarrolladas con tecnología educativa ofrecen mayores oportunid= ades de mejorar el aprendizaje de la matemática por cuanto promueve el aprendiza= je práctico y operacional que ayuda a desarrollar las destrezas con criterios de rendimiento, para superar el rendimiento académico a niveles de excelencia, esto permitirá desarrollar un formación integral de los estudiantes mediant= e el empleo de sistemas de gestión de aprendizaje que permitirá el control de las actividades educativas en forma asincrónica mediante el empleo de recursos tecnológicos educativas que contribuyan a mejor el rendimiento académico.

Metodología=

Enfoque de la investigación

Para elaborar esta investigación se empleó el enfoque cuantitativo, por cuanto nos permite recopilar y analizar datos numéricos para comprender y explicar fenómenos educativos. Además, se emplea métodos estadísticos y técnicas de medición p= ara estudiar variables y establecer relaciones entre ellas. Según Hernández et = al. (2014): “utiliza la recolección de datos para probar hipótesis con base en la medic= ión numérica y el análisis estadístico, con el fin establecer pautas de comportamiento y probar teorías” (p. 4). Este enfoque permite relacionar tendencias de los d= atos recopilados y proporcionar evidencia sólida para respaldar las conclusiones= y tomar decisiones informadas en el ámbito educativo.

Tipo de investigación

La investigación segú= n el alcance es descriptiva en el ámbito educativo se concentra en la descripció= n y caracterización de fenómenos, eventos o situaciones educativas tal como se presentan de forma natural, sin intervenir en ellos. Según Hernández et al.= (2014), “busca especificar propiedades y características importantes de cualquier fenómeno que se analice. Describe tendencias de un grupo o población” (p. 9= 2). Su principal propósito es ofrecer una comprensión detallada y precisa de los aspectos específicos que se están examinando. A diferencia de otros tipos de investigación que buscan explicar o predecir fenómenos, la investigación descriptiva se enfoca en responder interrogantes sobre qué, cómo, cuándo y dónde suceden ciertos eventos educativos.

Este tipo de investig= ación se basa en la recolección de datos provenientes tanto de fuentes primarias = como secundarias, tales como encuestas, entrevistas, observaciones y análisis documental. Los investigadores emplean métodos cualitativos y cuantitativos para analizar y presentar los datos de forma comprensible. Asimismo, suelen utilizar herramientas como tablas, gráficos y estadísticas descriptivas para organizar y resumir la información recopilada.

La investigación descriptiva resulta especialmente beneficiosa en la exploración inicial de = un campo o problema investigativo, al identificar patrones o tendencias en los datos y al generar hipótesis para investigaciones posteriores. Al proporcio= nar una visión minuciosa de los fenómenos educativos, contribuye significativam= ente a la comprensión y mejora de la práctica educativa.

Diseńo de la investigación

La investigación según el diseńo es documental por cuanto se b= asa en la búsqueda, obtención y análisis de la información identificada, Según Gallardo (2017), “es un proceso basado en la búsqueda, recuperación, análisis, crítica e interpretación de datos obtenidos y registrados en diversas fuentes” (p. 54). Es útil para examinar características o variables que no pueden y no deben ser manipulad= as, como son las: percepciones de los encuestados, características demográficas, actitudes, opiniones o niveles de conocimiento. Además, permite obtener un diagnóstico de la situación en un momento específico, lo que facilita la co= mparación entre grupos y la identificación de posibles correlaciones, para lo cual se estableció los siguientes procedimientos:=

El diseńo de investigación es no experimental de corte transversal esta metodología se utiliza especialmente en el ámbito educativo para estudiar fenómenos y analizar variables. Este diseńo permite recopilar datos en un s= olo periodo en el tiempo, sin manipular variables ni establecer relaciones causales. Su orientación se centra en describir y comparar características o comportamientos de diferentes grupos de manera simultánea.

La técnica empleada para la recopilación de datos es la encuesta estructurada, con opciones de respuest= a de escala de Likert, la cual nos sirve para definir las percepciones de los encuestados, es un método ampliamente utilizado en la investigación educati= va para recopilar datos de una muestra representativa de la población de inter= és. Consiste en la formulación de preguntas estructuradas que se administran de manera estandarizada a los participantes, con el fin de obtener información sobre actitudes, opiniones, conocimientos o comportamientos relacionados co= n el tema de estudio

La técnica de muestreo: para seleccionar las muestras representativas de la población, se usó el muestre= o no probabilístico intencional, por cuanto el tamańo muestral se define por el juicio y conocimiento del especialista. Los instrumentos para la recopilación de datos empleados es el cuestionario de la encuesta. Este instrumento permite garantizar la claridad y relevancia de las preguntas, a= sí como la validez y confiabilidad de los datos obtenidos.

Una vez recopiladas las respuestas, se ll= eva a cabo un análisis de los datos utilizando técnicas estadísticas para identificar patrones, tendencias o relaciones entre las variables de interé= s. Este análisis permite obtener conclusiones significativas y tomar decisiones informadas basadas en la evidencia proporcionada por los participantes. Para analizar los datos se empleó la estadística descriptiva la cual nos permite: sistematizar, procesar y crear tablas y gráficos estadísticos para graficar= los datos recopilados en la encuesta, realizar comparaciones, pronosticar los resultados y derivar conclusiones.

La población y muestra

La población es un grupo de personas objeto de estudio, según Arias (2012), “es un conjunto finito o infinito de elementos con características comunes = para los cuales serán extensivas las conclusiones de la investigación” (p. 81). = La población de estudio definida es de: 460 estudiantes de Bachillerato de la Unidad Educativa Humberto Fierro de la Parroquia Sevilla, Cantón Cáscales, Provincia Sucumbíos.

La muestra es una parte representativa de la población que se la estudia, según Tamayo (2003) descansa en el principio de que las partes representan el todo; por tanto, refleja las características que definen la población de la cual fue extraída, lo cual n= os indica que es representativa. Desde este enfoque la muestra para su estudio= es 50 estudiant= es del primer ańo de BGU

Diagnóstico del rendimiento académico de los estudiantes de primer ańo de BGU

Para diagnosticar el uso de la tecnología educativa en las clases de matemáticas de = los estudiantes de primer ańo de BGU de la Unidad Educativa Humberto Fie= rro, durante el ańo 2024, se aplicó una encuesta.

Para determinar el conocimiento de matemáticas de los estudiantes de primero de BGU se realizó= un diagnóstico con base en las calificaciones del primer trimestre, fundamenta= do en el Reglamento General a la Ley Orgánica de Educación Intercultural (Ministerio de Educación del Ecuador, 2015), Art. 194.- “Escala de calificaciones. Las calificaciones hacen referencia al cumplimiento de los objetivos de aprendi= zaje establecidos en el currículo y en los estándares de aprendizaje nacionales.= Las calificaciones se asentarán según la siguiente escala:

Tabla 1

Es= cala de calificaciones

Escala cualitativa	Escala cuantitativa
Domina los aprendizajes requerido= s.	9,00 - 10,00
Alcanza los aprendizajes requerid= os.	7,00 - 8,99
Está próximo a alcanzar los aprendizajes requeridos	4,01 - 6,99
No alcanza los aprendizajes requeridos.	≤ 4

Fuente: Tomado del Reglamento General a la Ley Orgánica de Educación Intercultural,

del Ministerio de Edu= cación del Ecuador (2015), p. 55

Se analizó las calificaciones de 50 estudiantes del primer ańo de BGU., obteniéndose los siguientes resultados, que se describen en la figura 1.

Figura <= b>1 =

Escala de calificaciones de los estudiant= es de primer ańo de BGU, correspondiente al ańo 2023

El análisis cualitati= vo de las notas de matemáticas obtenidas por los estudiantes de primero de Bachillerato General Unificado revela una distribución preocupante respecto= al nivel de dominio de los aprendizajes requeridos. Con base en los parámetros= que se describen en el Reglamento General a la Ley Orgánica de Educación Intercultural (Ministerio de Educación del Ecuador, 2015),= Art. 194.- “Escala de calificaciones, se evidencia que es posible discernir las siguientes tendencias significativas.

En primer lugar, un 1= 0% (5 estudiantes) de los estudiantes se encuentra en la categoría de "No alcanza los aprendizajes requeridos". Este segmento representa a aquel= los estudiantes que tienen dificultades severas en comprender y aplicar los conceptos y procedimientos para desarrollar los ejercicios matemáticos bási= cos necesarios para este nivel educativo. Esta situación es alarmante, ya que indica que una décima parte del curso no está preparada para progresar académicamente sin intervenciones educativas significativas. Estos estudian= tes probablemente necesitan apoyo adicional, como tutorías, programas de refuer= zo o metodologías de enseńanza adaptativas.

En segundo lugar, la mayoría de los estudiantes, es decir, el 80% (40 estudiantes), "está próximo a alcanzar los aprendizajes requeridos". Este grupo, aunque no= ha alcanzado plenamente los estándares esperados, muestra un potencial considerable para mejorar con el apoyo adecuado. La alta proporción de estu= diantes en esta categoría sugiere que existen deficiencias en la enseńanza que, si = se abordan, podrían resultar en mejoras significativas en el rendimiento académico. Estrategias pedagógicas diferenciadas y una mayor atención individualizada podrían ser efectivas para mover a estos estudiantes al siguiente grado de competencia.

En tercer lugar, solo= un 6% (3 estudiantes), "alcanza los aprendizajes requeridos". Este porcentaje indica que una minoría ha conseguido cumplir con los objetivos educativos establecidos. Aunque este grupo es pequeńo, su presencia muestra= que los estándares son alcanzables y que existen prácticas educativas que podrí= an ser emuladas para beneficiar a una mayor proporción de estudiantes.

Finalmente, un exiguo= 4% (2 estudiantes), "domina los aprendizajes requeridos". Estos estudiantes no solo cumplen con los estándares, sino que los superan, demostrando una comprensión y aplicación avanzada de los conocimientos matemáticos. Este grupo, aunque pequeńo, es crucial, ya que puede servir de modelo para prácticas efectivas y puede beneficiarse de programas de enriquecimiento para maximizar su potencial.

La valoración cuantitativa mediante la media ponderada de estas categorías, asumiendo que cada estudiante recibe una calificación basada en las escalas de calificaci= ones del colegio el promedio ponderado es la siguiente:

Media ponderada =3D

Esto evidencia que, en promedio, los estudiantes se encuentran en un nivel intermedio-bajo (6.9) de adquisición de conocimientos de las matemáticas, el análisis muestra que la mayoría de los estudiantes no están desarrollando el proceso de en forma adecuada con referencia a los objetivos de aprendizaje.

En conclusión, los da= tos indican una necesidad urgente de estrategias educativas que aborden las deficiencias actuales y potencien las fortalezas, con un enfoque particular= en elevar al 80% de estudiantes que están próximos a alcanzar los estándares requeridos.

Propuesta: estrat= egia didáctica de empleo alternativo de GeoGebra para mejorar el proceso de aprendizaje de matemáticas

El empleo de tecnolog= ía educativa nos permite utilizar correctamente los plataformas y herramientas tecnológi= cas para incrementar y optimizar el procesamiento de la información, apoyados p= or modelos educativos, para desarrollar entornos virtuales de aprendizaje personalizados que permitan el eficiente aprendizaje de los estudiantes. Al respecto Castańeda et al. (2020), explican que = la TE:

“implica la aplicación disciplinada= del conocimiento con el propósito de mejorar el aprendizaje, la instrucción y/o= el desempeńo” y, como tal, la caracteriza como una “disciplina de ingeniería” = que basa su actuación en la teoría, la experiencia y la evidencia científica. (= …) La educación es con tecnología, porque la sociedad se desarrolla con empleo= de la tecnología. (pp 246-247)

No utilizar los recursos tecnológicos en la educación conduce a desarrollar prácticas de enseńanza de contenidos en el aula parciales y disruptivas, ca= usas que conlleva a descontextualizar los procesos educativos ignorando ingenuam= ente el apoyo de la tecnología para mejorar el rendimiento académico<= /span>

En el Ecuador la educación, según el Ministerio de Educación del Ecuador (2023= ), se gestiona mediante un modelo educativo, el cual promueve como política públ= ica la flexibilidad y contextualización del Sistema Nacional de Educación, la promoción de nuevas modalidades educativas y reconoce la necesidad de tener ambientes de aprendizaje contextualizados con una diversidad de recursos educativos y hace énfasis en los pilares educativo ciudadanía digita= l y educación para el desarrollo sostenible; según Chiluisa (2023), “el modelo educativo de Ecuador es constructivista y su actual currículo Nacional vige= nte, se ajusta a sus elementos, pero no todos los docentes lo siguen debido a diversas formas de resistencia a los cambios de paradigma” (p. 1888). Siguiendo es= te enfoque de la educación se propone como una estrategia didáctica el empleo alterno de la aplicación GeoGebra para mejorar aprendizaje de matemáticas. Según (GeoGebra, 2024) es un:

“software matemático dinámico para todos los niveles educativos que gestiona geometría, álgebra, hojas de cálc= ulo, gráficas, estadísticas y cálculo en un solo motor. es una plataforma en lín= ea, los recursos se pueden compartir fácilmente a través de nuestra plataforma = de colaboración GeoGebra Classroom donde se puede monitorear el progres= o de los estudiantes en tiempo real.”

El modelo ADDIE (Análisis, Diseńo, Desarrollo, Implementación y Evaluación), es una metodología sistemática para diseńar programas de educación y capacitac= ión. A continuación, se presenta una estrategia didáctica basada en la tecnología educativa para mejorar el aprendizaje de matemática, utilizando el modelo ADDIE.

a) Análisis

§= Identificar las necesidades: realizar encuestas y entrevistas a estudiantes y docentes = para identificar las áreas de dificultad en matemáticas.

§= Analizar las competencias: definir las competencias matemáticas que se deben alcanza= r al final del curso del primer ańo de BGU.

§ Recursos disponibles: evaluar la infraestructura tecnológica disponible, como acceso= a computadoras, tabletas, y conexión a internet.

b) Diseńo

§= Establecer los objetivos de aprendizaje: formular objetivos específicos y medibles. Por ejemplo, "al finalizar el módulo, los estudiantes serán capaces de resolver ecuaciones de segundo grado".

§= Contenido didáctico: seleccionar y organizar el contenido de manera lógica y secuenci= al. Incluir teoría, ejemplos prácticos y ejercicios.

§= Metodologías: incorporar métodos interactivos como la gamificación, aprendizaje basado en problemas y estudios de casos.

§ Tecnología: elegir plataformas y herramientas tecnológicas adecuadas, como software de matemáticas (GeoGebra), simuladores y aplicaciones de realidad aumentada, aplicar según las necesidades de los estudiantes.

c) Desarrollo<= /p>

§= Creación de materiales: desarrollar los recursos educativos, incluyendo videos tutoriales, presentaciones interactivas y ejercicios en línea.

§= Plataforma de aprendizaje: configurar un entorno virtual de aprendizaje (Moodle, Go= ogle Classroom), donde los estudiantes puedan acceder a los materiales y actividades.

§ Evaluaciones y retroalimentación: diseńar cuestionarios y pruebas interactivas que proporcionen retroalimentación inmediata.

d) Implementación<= /i>

§= Capacitación de docentes: formar a los docentes en el uso de las herramientas tecnológic= as y la metodología de enseńanza.

§= Pilotaje: implementar un programa piloto con un grupo reducido de estudiantes para identificar posibles mejoras.

§ Despliegue completo: lanzar el programa a toda la clase, asegurándose de que todos los estudiantes tengan acceso a los recursos necesarios.

e)      Evaluación<= /p>
§= Evaluación formativa: realizar evaluaciones continuas durante el curso para realizar s= u monitorear del avance del progreso de los estudiantes.

§= Evaluación sumativa: evaluar el logro de los objetivos al final del curso mediante exámenes finales y proyectos.

§ Retroalimentación y mejora continua: recopilar retroalimentación de estudiantes y docentes pa= ra mejorar futuras implementaciones del curso.

Aplicación práctica

Unidad de: ecuaciones e inecuaciones

Análisis: estudiantes presentan dificultades en resolver: Suma, resta y multiplicación=

de polinomios

Diseńo: objetivo específico, contenido organizado en lecciones con videos y ejemplos interactivos.

Desarrollo: creación de un curso en Moodle con recursos multimedia.

Implementación: formación de docentes, pilotaje y despliegue del curso completo.

Evaluación: cuestionarios semanales y un examen final, con retroalimentación para mejora continua.

Una vez que se ha descrito el modelo de la propuesta estrategia didáctica establecida como el empleo alterno de la aplicación GeoGebra para mejorar aprendizaje de matemáticas, la estrategia fue aplicada en forma parcial en el primero y segundo trimestre del ańo 2024. Para establecer su validez y confiabilidad e identificar si hay una mejora en el aprendizaje de las matemáticas se aplic= ó la siguiente encuesta, que se describe en la tabla 2.

Tabla 2

Encuesta aplicada a estudiantes

Cant.

Ítems

Opciones de respuesta<= /span>

Total

Negativo

Positivo

Nunca (1)

la mayoría de veces no (2)

La mayoría de veces si (3)

Siempre (4)

1

Plataformas y Herramientas Digitales

0%

0%

58%

42%

100%

1.1.

żCree usted que el uso de software educativo, aplicaciones móviles= y plataformas en línea diseńadas para enseńar y desarrollar ejercicios mate= máticos mejora la enseńanza y el razonamiento de las matemáticas?

0%

0%

58%

42%

100%

1.2.

żLas herramientas digitales para enseńar matemáticas contribuyen en forma eficiente para enseńar las matemáticas?

0%

0%

58%

42%

100%

2

Resolución de problemas de matemáticas con recursos de tecnología educativa para la enseńanza aprendizaje de matemáticas<= /p>

0%

0%

24%

76%

100%

2.1.

żLos software educativo, aplicaciones móviles y plataformas facili= tan aprender, plantear y resolver ejercicios de matemáticas?

0%

0%

32%

68%

100%

2.2.

Con el uso de multimedia interactiva: como videos, simulaciones y animaciones para enseńar a resolver ejercicios matemáticos de manera dinámica, żmejoro el aprendizaje Y el rendimiento académico en el área de matemáticas?

0%

0%

16%

84%

100%

3

Entornos Virtuales de Aprendizaje:

3%

0%

51%

46%

100%

3.1.

żLos docentes emplean espacios en línea donde los estudiantes pued= en colaborar, acceder a recursos y participar en actividades relacionadas con las matemáticas?

6%

0%

36%

58%

100%

Tabla 2

Encuesta aplicada a estudiantes (continuación)

Cant.

Ítems

Opciones de respuesta<= /span>

Total

Negativo

Positivo

Nunca (1)

la mayoría de veces no (2)

La mayoría de veces si (3)

Siempre (4)

3.2.

żEs necesario que los docentes utilicen entornos virtuales para enseńar las matemáticas?

0%

0%

66%

34%

100%

4

Juegos Educativos

3%

1%

71%

25%

100%

4.1.

żLos juegos digitales diseńados para reforzar las habilidades de matemáticas, mejoran el aprendizaje de las matemáticas?=

6%

2%

66%

26%

100%

4.2.

żEn qué medida considera que los juegos educativos son eficaces pa= ra mejorar las habilidades matemáticas de los estudiantes?=

0%

0%

76%

24%

100%

5

Estrategias didácticas

0%

0%

28%

72%

100%

5.1.

żLos docentes emplean estrategias didácticas para enseńar ejercici= os matemáticos, empleando tecnología educativa?

0%

0%

32%

68%

100%

5.2.

Los docentes disponen de tutoriales y recursos personalizados de aprendizaje adaptativos que se ajustan al nivel y ritmo de cada estudiant= e, proporcionando apoyo individualizado en áreas específicas de las matemáticas.=

0%

0%

24%

76%

100%

Nota: encuesta aplicada para evaluar el empleo de la tecnología educativa = para mejorar el aprendizaje de matemática

Se realizó un análisis cuantitativo y cualitativo para generar la discusión de resultados, para desarrollar el análisis de la encuesta se agrupó las opciones de respu= esta en dimensiones y estas se analizan en dos grupos determinándose como una percepción positiva con base a las opciones de respuesta: siempre (4) y la mayoría de veces si (3); y una percepción negativa; la mayoría de veces no = (2) y nunca (1).

Resultados

Los resultados obtenidos mediante la tabulación de datos agrupados por dimensio= nes son los siguientes:

Figura 2

Plataformas y herramientas digitales

La dimensión de las plataformas y herramientas digitale= s el 100% (50 estudiantes) encuestados destaca una percepción positiva, debido a que el empleo de software educativo, aplicaciones móviles y plataformas en línea les ayudan mejorar la enseńanza y el razonamiento de l= as matemáticas, utilizado como refuerzo académico.

Figura 3

Resolución de problemas de matemáticas=

La dimensión de resolución de problemas de matemáti= cas, el 24% (24 estudiantes) encuestados presentan una percepción positi= va por cuanto la resolución de problemas con recursos de tecnología educativa = para la enseńanza aprendizaje de matemáticas, la mayoría de veces y ayuda, mient= ras que el 76% (76 estudiantes) tiene manifiesta que siempre ayudan los recursos tecnológicos, debido a que los docentes usan plataformas educativas, multim= edia interactiva: como videos, simulaciones y animaciones para enseńar a los estudiantes a resolver ejercicios matemáticos de manera dinámica.

Figura 4

Entornos virtuales de aprendizaje

En los entornos virtuales de aprendizaje, el 51% de los encuestados tienen una percepción de que la mayoría de veces los docentes utilizan entornos virtuales para enseńar las matemáticas, sin embargo, el 4= 6% de los estudiantes dicen que siempre utilizan

Figura 5

Juegos educativos

En la dimensión de empleo de juegos educativos el 71% (71 estudiantes) tiene una percepción positiva de que la mayoría de veces si ay= udan los juegos digitales y mejoran el aprendizaje de las matemáticas; el 25% (25 estudiantes) manifiesta que siempre los juegos digitales diseńados para reforzar las habilidades de matemáticas mejoran el aprendizaje de esta.

Figura 6

Estrategias didácticas

La dimensión de empleo de estrategias didáct= icas para enseńar las matemáticas, tiene una percepc= ión positiva total por cuanto el 25% (25 estudiantes) manifiestan que los docen= tes emplean estrategias didácticas para enseńar ejercicios matemáticos, emplean= do tecnología educativa y el 72% (72 estudiantes) manifiestan siempre d= isponen de tutoriales y recursos personalizados de aprendizaje adaptativos que se ajustan al nivel y ritmo de cada estudiante, proporcionando apoyo individualizado en áreas específicas de las matemáticas.<= /p>
La post evaluación de los estudiantes de primer ańo de BGU de la Uni= dad Educativa Humberto Fierro se establece en l= os siguientes resultados:

Figura 7

Escala de calificaciones del segundo trimestre 2024=

El empleo de la tecnología educativa para mejorar el aprendizaje de matemáticas, el 20% (10 estudiantes), dominan los aprendizajes requeridos; = el 66% (33 estudiantes) alcanza los aprendizajes requeridos, el 14% (7 estudiantes) está próximo alcanzar los aprendizajes requeridos: =

La valoración cuantitativa utilizando la media ponderada de estas categorías, tomando en cuenta que cada estudiante recibe una calificación basada en las escalas de calificaciones del colegio la media ponderada de calificaciones es la siguiente:

Media ponderada =3D (2)

Esto evidencia que, en promedio, los estudiantes se encuentran en un nivel intermedio-alto (8.9) de conocimientos de las matemáticas, el análisis muestra que la mayoría de los estudiantes están alcanzando el desarrollando el proceso de aprendizaje de = las matemáticas en forma eficiente Esta mejora en el aprendizaje de los estudia= ntes indica que las estrategias educativas de enseńanza de las matemáticas con t= ecnologías educativas son efectivas, por tal razón se debe implementar en forma total = las Estrategia didáctica basada en la tecnología educativa.

Se destacan los resultados relevantes sin incurrir en repeticiones de informac= ión.

Discusión

El propósito de esta investigación fue proponer una estrategia didáctica basad= a en tecnología educativa para mejorar el aprendizaje en el área de Matemática en los estudiantes del primer ańo de BGU de la Unidad Educativa Humberto Fierro. La estrategia fue aplicada en forma parcial, para realizar la valoración se ap= licó una encuesta, de la cual se destacan los siguientes resultados: =

La encuesta evaluó la percepción sobre el uso de la tecnología educativa en la enseńanza de matemáticas, desglosada en cinco áreas clave: plataformas y herramientas digitales, resolución de problemas, entornos virtuales de aprendizaje, jueg= os educativos y estrategias didácticas.

1.&n= bsp;     Plataformas y herramientas digitales

Los resultados reflej= an una fuerte aceptación de las plataformas y herramientas digitales para la enseńanza de matemáticas, con el 58% de los encuestados respondiendo "= la mayoría de veces sí" y el 42% "siempre". No hubo respuestas negativas, lo que sugiere un consenso sobre la eficacia de estas herramient= as para mejorar tanto la enseńanza como el razonamiento matemático.=

2.&n= bsp;     Resolución de problemas

La mayoría de los participantes percibe que los recursos tecnológicos facilitan la resolución= de problemas matemáticos, con un 76% de respuestas "siempre" y un 24% "la mayoría de veces sí". Esto indica que los encuestados valoran positivamente la contribución de software educativo y aplicaciones móviles = en la dinámica del aprendizaje y la mejora del rendimiento académico. En la re= solución de problemas de matemáticas el 24% de los encuestados tienen una percepción positiva que la mayoría de veces la resolución de problemas con recursos de tecnología educativa ayuda para la enseńanza aprendizaje de matemáticas, también el 76% manifiestan que siempre ayuda a resolver los problemas de matemática las plataformas educativas.

3.&n= bsp;     Entornos virtuales de aprendizaje<= /p>
La implementación de entornos virtuales de aprendizaje obtuvo respuestas mayoritariamente positivas, aunque un 3% consideró que los docentes no siem= pre utilizan estos espacios. El 58% afirmó que los docentes utilizan estos ento= rnos "Siempre", mientras que un 36% respondió "la mayoría de veces sí". La necesidad de utilizar entornos virtuales fue respaldada por el= 66% con "la mayoría de veces sí" y el 34% con "Siempre".

4.&n= bsp;     Juegos educativos

Los juegos educativos fueron bien recibidos, con un 71% de respuestas positivas ("La mayoría de veces sí") y un 25% "Siempre". No obsta= nte, un pequeńo porcentaje (3%) mostró escepticismo. En términos de eficacia, un= 76% consideró que los juegos mejoran las habilidades matemáticas "La mayor= ía de veces sí", lo que refuerza su potencial como herramienta educativa.=

5.&n= bsp;     Estrategias didácticas

Finalmente, las estrategias didácticas y el uso de tecnología educativa fueron vistas de manera favorable. El 72% respondió que los docentes utilizan estas estrateg= ias "Siempre" y el 28% "la mayoría de veces sí". Además, el= 76% indicó que los docentes proporcionan tutoriales y recursos personalizados "siempre", lo que sugiere una adaptación exitosa de las estrategi= as a las necesidades individuales de los estudiantes.

La encuesta revela una percepción predominantemente positiva sobre el uso de tecnología educativa en la enseńanza de matemáticas. Las plataformas y herramientas digitales son vistas como altamente efectivas para mejorar la enseńanza y el razonamiento matemático, con un 100% de respuestas positivas= . La resolución de problemas con recursos tecnológicos también es valorada, con = un 76% afirmando que estos recursos siempre mejoran el aprendizaje.=

Los entornos virtuales de aprendizaje son ampliamente aceptados, aunque un pequ= eńo porcentaje cuestiona su uso constante por parte de los docentes. Sin embarg= o, la mayoría considera necesaria su implementación. Los juegos educativos son valorados por su capacidad para reforzar habilidades matemáticas, aunque hay una pequeńa fracción de escepticismo.

Las estrategias didácticas que emplean tecnología educativa reciben una evaluac= ión positiva, con una alta aceptación de su eficacia para personalizar el aprendizaje y proporcionar apoyo individualizado.

Conclusiones

·      =    La Alta Aceptación de Herramientas Digitales: Las plataformas y herramientas digitales son ampliamente aceptad= as como eficaces para la enseńanza de matemáticas. Con un 100% de respuestas positivas, los encuestados coinciden en que estas tecnologías mejoran tanto= la enseńanza como el razonamiento matemático. Esto sugiere una integración exi= tosa de las herramientas digitales en el currículo de matemáticas.

·      =    Resolución de problemas de matemáticas= con recursos de tecnología educativa para la enseńanza aprendizaje de matemátic= as: El 76% de respuestas positivas subraya su eficacia en mejorar el rendimiento académico y el aprendizaje dinámico a través de multimedia interactiva.

·      =    Uso Necesario de Entornos Virtuales de Aprendizaje: Aunque hay un pequeńo porcentaje de escepticismo, la mayoría de los encuestados reconoce la importancia de los entornos virtuales de aprendizaje. El 66% considera necesario que los docentes utilicen estos esp= acios, lo que indica un reconocimiento de su valor para el acceso a recursos y la colaboración en línea.

·      =    Valor de los Juegos Educativos: Los ju= egos digitales son vistos como herramientas valiosas para reforzar las habilidad= es matemáticas. Con un 71% de respuestas positivas, los encuestados creen que estos juegos mejoran el aprendizaje de matemáticas. Sin embargo, existe un pequeńo margen de dudas sobre su eficacia, lo que podría requerir una mayor exploración y optimización de estas herramientas.

Recomendación informada de futuro

Desarrollo e implementación de estrategias tecnológicas personalizadas: para maximizar= el impacto positivo de la tecnología educativa en la enseńanza de matemáticas,= es recomendable desarrollar e implementar estrategias tecnológicas personaliza= das que se adapten a las necesidades individuales de los estudiantes. Esto incl= uye la creación de más recursos adaptativos, como tutoriales y herramientas de aprendizaje personalizados que ajusten su contenido al nivel y ritmo de cada estudiante. Además, es crucial continuar fomentando el uso de entornos virtuales de aprendizaje y juegos educativos, asegurando su integración efectiva y su alineación con los objetivos educativos.
Esta recomendación se basa en la percepción positiva de las herramientas tecnológicas actuales y la necesidad de abordar cualquier escepticismo residual optimizando su eficacia y adaptabilidad.

Conflicto de intereses

Los autores declaran que no existe conflicto de intereses en relación con el artículo presentado.

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Cant.	Ítems	Opciones de respuesta<= /span>	Total
Negativo	Positivo
Nunca (1)	la mayoría de veces no (2)	La mayoría de veces si (3)	Siempre (4)
1	Plataformas y Herramientas Digitales	0%	0%	58%	42%	100%
1.1.	żCree usted que el uso de software educativo, aplicaciones móviles= y plataformas en línea diseńadas para enseńar y desarrollar ejercicios mate= máticos mejora la enseńanza y el razonamiento de las matemáticas?	0%	0%	58%	42%	100%
1.2.	żLas herramientas digitales para enseńar matemáticas contribuyen en forma eficiente para enseńar las matemáticas?	0%	0%	58%	42%	100%
2	Resolución de problemas de matemáticas con recursos de tecnología educativa para la enseńanza aprendizaje de matemáticas<= /p>	0%	0%	24%	76%	100%
2.1.	żLos software educativo, aplicaciones móviles y plataformas facili= tan aprender, plantear y resolver ejercicios de matemáticas?	0%	0%	32%	68%	100%
2.2.	Con el uso de multimedia interactiva: como videos, simulaciones y animaciones para enseńar a resolver ejercicios matemáticos de manera dinámica, żmejoro el aprendizaje Y el rendimiento académico en el área de matemáticas?	0%	0%	16%	84%	100%
3	Entornos Virtuales de Aprendizaje:	3%	0%	51%	46%	100%
3.1.	żLos docentes emplean espacios en línea donde los estudiantes pued= en colaborar, acceder a recursos y participar en actividades relacionadas con las matemáticas?	6%	0%	36%	58%	100%