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DOI: https://doi.org/10.56712/latam.v5i5.2967

Estrategias metodológicas para la enseñanza de la matemática para estudiantes con discalculia del nivel Bachillerato

Methodologica= l strategies for teaching mathematics for students with dyscalculia at the Baccalaureate level

 =

Santos Jefferson Valdez Marquez

svaldezm@unemi.edu.ec

https://orcid.org/0009-0006-9526-4368

Universidad Est= atal de Milagro

Ecuador

 

Tatiana Cecibel Pitisaca<= /span> Díaz

tpitisacad@unemi.edu.ec

https://orcid.org/0000-0001-9330-0907

Universidad Est= atal de Milagro

Ecuador

 

José Wladim= ir Gamboa Correa

jgamboac@unemi.edu.ec

https://orcid.org/0009-0004-0294-5902

Universidad Est= atal de Milagro

Ecuador

 

Héctor Guillermo Aguirre Chimbor= azo

haguirrec@unemi.edu.ec

https://orcid.org/0009-0009-3519-5833

Universidad Est= atal de Milagro

Ecuador

 

Wilson Geovanny Caiza Yanez

ccaizay@unemi.edu.ec

https://orcid.org/0009-0008-5936-469X

Universidad Est= atal de Milagro

Ecuador


Artículo recibido: 28 de octubre de 2024. Aceptado para publicación: 11 de noviembre de 2024.

Conflictos de Interés: Ninguno que declarar.

 

Resumen<= /o:p>

El presente estudio tiene como objetivo identificar y analizar las estrategias= metodológicas más efectivas para la enseñanza de la matemática a estudiantes con discalculia del nivel bachillerato de una institución educativa fiscal ecuatoriana. Se aplicaron encuestas a 34 estudiantes para evaluar la frecuencia y efectividad de diversas estrategias metodológicas, incluyendo recursos visuales, herramientas digitales, métodos multisensoriales y actividades de aprendizaje colaborativo. = Los resultados indican que los recursos visuales y los métodos multisensoriales se utilizan frecuentemente y son percibidos como efectivos= por la mayoría de los estudiantes. Las herramientas digitales y el aprendizaje colaborativo también se consideran efectivos, aunque su = uso no es tan consistente. Los principales hallazgos revelan que incrementar el= uso uniforme de estas estrategias puede mejorar significativamente el rendimien= to académico y la comprensión de los conceptos matemático= s en estudiantes con discalculia. Basado en estos resultados, se proponen recomendaciones para optimizar la implementación de estas estrategias metodológicas en el aula. Las conclusiones del estudio subrayan la importancia de adaptar las prácticas educativas para satisfacer las necesidades específicas de los estudiantes con dificultades de aprendizaje, contribuyendo así a una educación más inclusiva y efectiva.

Palabras clave: estrategias metodológicas, discalculia, enseñanza de la matemática, recursos visuales, aprendizaje colaborativo

 

Abstract

The objective of this study is to identify and analyze the most effective methodological strategies for teaching mathematics to students with dyscalculia at the = high school level of an Ecuadorian public educational = institution. Surveys were administered to 34 students to evaluate the frequency and effectivenes= s of various methodological strategies= , including visual resources, digital tools, multisensor= y methods and collaborative<= /span> learning activities. The r= esults indicate that visua= l resources and multisensory methods are frequently used and are perceived as= effective by the majority of students. Digital tools a= nd collaborative learning are also<= /span> considered effective, although their use is not as consistent. The main findings <= span class=3DSpellE>reveal that increasing the consistent use = of these strategies can significantly improve<= /span> academic performance and underst= anding of mathematical concepts in students with dyscalculia. Based on these results, recommendations are proposed to optimize the implementation of these methodological strategies= in the classroom. The study's findings underline the importance of adapting educational practices to meet the specific needs of students with learning difficulties, thu= s contributing to a m= ore inclusive and effective ed= ucation.

Keywords= : methodological strategies<= /span>, dyscalculia, mathematics = teaching, visual resources, collaborative learning

  

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Todo el contenido de LATAM Revista Latinoamericana de Ciencias Sociales y Humanidades, publicado en este sitio está disponibles bajo Licencia <= span lang=3DES-MX style=3D'color:black;mso-color-alt:windowtext'>Creative Commons.

Cómo citar: Valdez= Marquez, S. J., Pitisaca Díaz, T. C., Gamboa Correa, J. W., Aguirre Chimborazo, H. G., & Caiza Yanez, W. G. (2024). Estrategias metodológicas para la enseñanza de la matemática para estudiantes con discalculia del nivel Bachillerato. LATAM Revista Latinoamericana de Ciencias Sociales y Humanidades 5 = (5), 5213 – 5238. https://doi.org/10.56712/latam.v5i5= .2967


INTRODUCCIÓN

La discalculia, una dificultad específi= ca del aprendizaje que afecta la capacidad para comprender y manejar conceptos matemáticos, presenta un desafío significativo en el ámbito educativo. Este artículo se centra en las estrategias metodológicas diseñadas para la enseñanza de matemáticas a estudiantes con discalculia en el nivel Bachillerato. Mediante la implementación de enfoques pedagógicos diferencia= dos y recursos didácticos adaptados, se busca mejorar la comprensi&oacut= e;n matemática y el rendimiento académico de estos estudiantes. Al explorar técnicas como el uso de materiales manipulativos, tecnología educativa y metodologías de enseñanza personalizada, se pretende ofrecer una guía práctica para docentes y mejorar las experiencias de aprendizaje de los estudiantes con discalculia, promoviendo un entorno educativo inclusivo y efectivo.

Esta unidad educativa cuenta con un equipo doc= ente comprometido y recursos pedagógicos destinados a facilitar el aprendizaje de todos sus estudiantes. Sin embargo, a pesar de los esfuerzos realizados, se ha observado que los estudiantes con discalculia enfrentan desafíos significativos en el aprendizaje de la matemática. E= ste trastorno se manifiesta de diversas maneras, incluyendo dificultades para entender números, realizar cálculos mentales, y aplicar conce= ptos matemáticos en la resolución de problemas.<= /p>

La discalculia es un trastorno del aprendizaje menos conocido y estudiado en comparación con la dislexia, pero igualmente impactante en el desarrollo académico y personal de los estudiantes que la padecen (De La Peña & Bernabéu, 2018). Estudios previos han demostrado que los estudiantes con discalculia pueden experimentar ansiedad matemática, baja autoestima y una actitud nega= tiva hacia la matemática (Árizaga & Román, 2021), lo que puede llevar a un rendimiento académico deficiente y a una desmotivación general hacia el aprendizaje.<= /o:p>

En la Unidad Educativa José Jaramillo Montoya, los tres estudiantes con discalculia en el Segundo de Bachillerato= han mostrado una tendencia a evitar las tareas relacionadas con la matemática y a exhibir un bajo rendimiento en esta materia. Los doce= ntes han reportado que, a pesar de utilizar métodos de enseñanza tradicionales y algunos recursos adicionales, no han logrado resultados significativos en la mejora del rendimiento de estos estudiantes.

La falta de estrategias metodológicas específicas y efectivas para enseñar matemáticas a estudiantes con discalculia en esta institución refleja una necesidad urgente de investigar y desarrollar enfoques pedagógicos innovadores. Este problema no solo afecta el rendimiento académico de los estudia= ntes involucrados, sino que también tiene implicaciones más amplias para su autoestima, motivación y éxito futuro en contextos educativos y profesionales.

La dificultad que enfrentan estos estudiantes puede ser comprendida mejor a través de diversas teorías del aprendizaje. Según Jean Piaget, el desarrollo cognitivo de los niños progresa a través de etapas específicas y, en el caso de los estudiantes con discalculia, puede haber una disfunción = en la transición de estas etapas, particularmente en la etapa de operaciones concretas donde se desarrollan las habilidades matemátic= as básicas (T. N. A. López, 2017). Piaget destaca la importancia= de la manipulación activa de objetos y conceptos para el aprendizaje, lo que sugiere que los estudiantes con discalculia podrían beneficiarse= de estrategias de enseñanza que involucren materiales concretos y actividades prácticas (Piaget, 1970).

Lev Vygotsky, otro psicopedagogo influyente, enfatiza el papel del entorno social y la interacción en el aprendiz= aje. Su concepto de la Zona de Desarrollo Próximo (Z= DP) sugiere que los estudiantes aprenden mejor cuando las tareas son ligeramente más difíciles de lo que pueden manejar por sí solos, p= ero alcanzables con la ayuda adecuada (Vygotsky, 1978). En el contexto de la discalculia, esto implica que los estudiantes podrían necesitar un a= poyo más individualizado y adaptado a sus necesidades específicas = para progresar en su aprendizaje matemático (Da Silva & Da Silva, 202= 2). Vygotsky también subraya la importancia del lenguaje y las herramien= tas culturales en el desarrollo cognitivo, lo que sugiere que la utilizaci&oacu= te;n de terminología matemática clara y estrategias de enseñanza basadas en el diálogo y la colaboración podrían ser beneficiosas (Francesc, 2022).

Además, las teorías de aprendiza= je de Jerome Bruner sobre el aprendizaje por descubrimiento y la importancia d= e la estructura en el conocimiento también son relevantes. Bruner argumen= ta que los estudiantes aprenden mejor cuando se les permite descubrir por sí mismos a través de la resolución de problemas y la exploración guiada (Bruner, 1961). Para los estudiantes con discalcu= lia, esto puede traducirse en la necesidad de enfoques pedagógicos que les permitan explorar conceptos matemáticos de manera estructurada pero flexible, utilizando representaciones visuales y manipulativas para facilit= ar la comprensión.

A pesar de estos conocimientos teóricos, los docentes en la institución educativa han encontrado dificultades para aplicar estrategias metodológicas efectivas que aborden las necesidades de los estudiantes con discalculia. Los métodos tradicionales de enseñanza de matemáticas, que a menudo se ba= san en la memorización y la práctica repetitiva, no han sido suficientes para superar las barreras de aprendizaje que estos estudiantes enfrentan. Esto pone de manifiesto la necesidad urgente de desarrollar e implementar estrategias metodológicas basadas en la evidencia y adaptadas específicamente para estudiantes con discalculia.

La situación actual exige una revisión y adaptación de las prácticas pedagógi= cas para asegurar que todos los estudiantes, incluidos aquellos con discalculia, tengan acceso a una educación de calidad. La implementación de enfoques metodológicos basados en las teorías de Piaget, Vygo= tsky y Bruner podría proporcionar una base sólida para el desarrol= lo de estrategias efectivas. Estos enfoques deben centrarse en la utilización de materiales concretos, el apoyo individualizado, la interacción social y el descubrimiento guiado, permitiendo así que los estudiantes con discalculia desarrollen sus habilidades matemáticas de manera más efectiva.

Por lo que antecede se formula la siguiente pregunta de investigación: ¿Cuáles son las estrategias metodológicas más efectivas para la enseñanza de la matemática a estudiantes con discalculia del nivel Bachillerato?

El objetivo general de esta investigació= ;n es identificar y analizar las estrategias metodológicas más efectivas para la enseñanza de la matemática a estudiantes con discalculia del nivel de Bachillerato con el fin de mejorar su rendimiento académico y comprensión de los conceptos matemáticos. = Para alcanzar este objetivo, se han planteado los siguientes objetivos específicos:

Primero, se evaluará la frecuencia y efectividad de las diversas estrategias metodológicas utilizadas actualmente en la enseñanza de la matemática a estudiantes con discalculia en la institución educativa. Esta evaluación permitirá comprender qué métodos se están implementando y cómo son percibidos en términos de su utilida= d y eficacia.

En segundo lugar, se analizará la percepción de los estudiantes sobre la efectividad de los recursos visuales, herramientas digitales, métodos multisensoriales y activid= ades de aprendizaje colaborativo en su proceso de aprendizaje de matemáti= cas. Este análisis proporcionará una visión detallada de las preferencias y experiencias de los estudiantes, ofreciendo valiosa información sobre qué estrategias metodológicas son más efectivas desde su perspectiva.

Finalmente, se propondrán recomendacion= es basadas en los resultados del estudio para optimizar la implementació= ;n de estrategias metodológicas en la enseñanza de la matemática, específicamente dirigidas a estudiantes con discalculia en nivel de Bachillerato. Estas recomendaciones buscarán mejorar la calidad de la educación matemática y asegurar que todos los estudiantes, independientemente de sus dificultades de aprendizaj= e, tengan la oportunidad de alcanzar su máximo potencial académi= co.

Al abordar estos objetivos, esta investigación contribuirá al desarrollo de prácticas educativas más inclusivas y efectivas, ofreciendo soluciones concret= as para mejorar la enseñanza de la matemática a estudiantes con discalculia.

DESARROLLO

Estrategias Metodológicas

Las estrategias metodológicas en educación son un conjunto de técnicas y métodos de enseñanza diseñados para facilitar el aprendizaje y mejorar el rendimiento académico de los estudiantes (Allai= co & Aldas, 2021). Estas estrategias se basan en teorías del aprendizaje y en la evidencia empírica sobre la efectividad de diferentes enfoques pedagógicos.

Según Martínez (2018), las estrategias metodológicas son procedimientos o recursos utilizados p= or el docente para promover aprendizajes significativos en los estudiantes. Es= tas estrategias pueden incluir desde la organización y secuenciaci&oacut= e;n de los contenidos hasta la utilización de recursos didácticos específicos y la aplicación de técnicas de evaluación formativas.

Las estrategias metodológicas juegan un papel crucial en la calidad de la educación y en el éxito académico de los estudiantes (Allaico &a= mp; Aldas, 2021). Un enfoque metodológico adecuado puede hacer que los contenidos sean más accesibles y comprensibles para los estudiantes, especialmente aquellos con necesidades educativas especiales, como la discalculia.

Investigaciones han demostrado que la implementación de estrategias metodológicas adecuadas puede mejorar significativamente el rendimiento académico de los estudiant= es. Por ejemplo, un estudio realizado por Fernández (2016) encontr&oacut= e; que “las estrategias de enseñanza tienen un impacto directo en= el aprendizaje de los estudiantes, lo que sugiere que estas estrategias son un factor clave en el proceso educativo”.

En el contexto de la enseñanza de la matemática a estudiantes con discalculia, es esencial utilizar estrategias metodológicas que sean inclusivas y que aborden las necesidades específicas de estos estudiantes (Parra & Gallardo, 2023). La adaptación de métodos de enseñanza y la utilización de recursos educativos adecuados pueden ayudar a estos e= studiantes a superar sus dificultades y a desarrollar una comprensión más sólida de los conceptos matemáticos.

Tipos de Estrategias Metodológicas

Aprendizaje Bas= ado en Proyectos (ABP)

Esta estrategia implica que los estudiantes trabajen en proyectos a largo plazo que integren múltiples ár= eas del conocimiento. Según Zenteno et al. (2021) el ABP fomenta el desarrollo de habilidades de investigación, colaboración y resolución de problemas.

Aprendizaje Cooperativo

Esta metodología se basa en la colaboración entre los estudiantes para alcanzar objetivos comunes. Cedeño y Barcia (2020) argumentan que el aprendizaje cooperativo mej= ora tanto el rendimiento académico como las habilidades sociales de los estudiantes.

 

Enseñanz= a Multisensorial<= /p>

Esta estrategia utiliza múltiples senti= dos (visual, auditivo, kinestésico) para facilitar el aprendizaje. Según Mercadé (2021), la enseñanza multisensorial es especialmente efectiva para estudiantes = con dificultades de aprendizaje, como la discalculia.

Tecnologí= ;a Educativa

La integración de herramientas digitale= s en el proceso educativo puede mejorar el acceso a la información y la motivación de los estudiantes. Vargas (2020) destacan que el uso de tecnologías educativas permite personalizar el aprendizaje y hacerlo más interactivo.

Aprendizaje Bas= ado en Juegos (ABJ)

Esta metodología utiliza juegos como herramienta educativa para hacer el aprendizaje más atractivo y efectivo. Según Novo (2021), los juegos educativos pueden mejorar la= motivación y el compromiso de los estudiantes, así como su capacidad para resol= ver problemas.

Recursos Visual= es

Los recursos visuales son herramientas didácticas que utilizan elementos gráficos y visuales para facilitar el aprendizaje y la comprensión de conceptos complejos. Es= tos recursos incluyen diagramas, gráficos, mapas conceptuales, presentaciones multimedia, videos educativos y otros materiales visuales (Suárez, 2017), que ayudan a los estudiantes a visualizar la información y a relacionar conceptos de manera más efectiva.<= o:p>

Importancia de = los recursos visuales

Los recursos visuales son fundamentales en el proceso de enseñanza-aprendizaje, ya que permiten a los estudiantes procesar y retener la información de manera más eficiente. Según Suárez (2017) la teoría del aprendizaje multimed= ia sugiere que las personas aprenden mejor cuando la información se presenta tanto de manera verbal como visual. Esto se debe a que el uso de recursos visuales puede reducir la carga cognitiva y facilitar la integraci= ón de nueva información con el conocimiento previo.

Aplicació= ;n de recursos visuales en la enseñanza de la Matemática

En el contexto de la enseñanza de la matemática, los recursos visuales son especialmente útiles pa= ra estudiantes con discalculia. Estos estudiantes a menudo tienen dificultades para comprender y manipular conceptos numéricos abstractos, y los recursos visuales pueden proporcionar representaciones concretas que facili= ten su comprensión. Según De Carvalho et al. (2020), la ense&ntil= de;anza multisensorial, que incluye el uso de recursos visuales, es particularmente efectiva para estudiantes con dificultades de aprendizaje.

Por ejemplo, el uso de diagramas y gráf= icos puede ayudar a los estudiantes a visualizar relaciones matemáticas y= a comprender conceptos como fracciones, porcentajes y proporciones. Los videos educativos pueden mostrar procedimientos paso a paso para resolver problemas matemáticos, lo que permite a los estudiantes seguir y repetir los procesos a su propio ritmo. Además, las presentaciones multimedia pu= eden integrar diversos tipos de información visual y verbal, facilitando = una comprensión más completa y profunda de los conceptos matemáticos.

Tecnologí= ;a Educativa

La tecnología educativa se refiere al u= so de herramientas digitales y recursos tecnológicos para mejorar el proceso de enseñanza-aprendizaje. Estas herramientas pueden incluir desde dispositivos electrónicos como computadoras y tabletas hasta software educativo, aplicaciones móviles y plataformas de aprendizaj= e en línea. La tecnología educativa tiene el potencial de transfor= mar la educación al hacerla más accesible, interactiva y personalizada.

Importancia de = la Tecnología Educativa

La integración de la tecnología = en el aula puede ofrecer numerosos beneficios tanto para los docentes como para los estudiantes. La tecnología educativa facilita el acceso a una am= plia gama de recursos de aprendizaje, permite la personalización del aprendizaje según las necesidades individuales de los estudiantes y fomenta una mayor participación y motivación en el proceso educativo (Vargas, 2020).

Tipos de tecnología educativa

La tecnología educativa abarca una ampl= ia variedad de herramientas y recursos digitales que pueden ser utilizados para mejorar el proceso de enseñanza-aprendizaje. Entre estos se encuentr= an las herramientas digitales y el software educativo, que incluyen programas = de computadora y aplicaciones móviles diseñadas para apoyar el aprendizaje en diversas áreas. Estos recursos permiten a los estudia= ntes interactuar con los contenidos de manera más dinámica y práctica, lo que puede mejorar su comprensión y retenci&oacut= e;n del material.

Además, las plataformas de aprendizaje = en línea, como Moodle, Blackboard y Google Classro= om, Educaplay (Alzaga, 2020) facilitan la organización y distribución de materiales de curso, la realización de evaluaciones y la promoción de la colaboración entre estudiantes. Estas plataformas son especialmente útiles para implementar el aprendizaje combinado, que integra la enseñanza presencial con actividades en línea, ofreciendo as&= iacute; una experiencia de aprendizaje más flexible y accesible.<= /span>

Asimismo, los recursos multimedia, como videos educativos, simulaciones interactivas y presentaciones multimedia, desempeñan un papel crucial al hacer que el aprendizaje sea má= ;s atractivo y comprensible (Jávita et al., 2021). La combinació= n de elementos visuales y auditivos en estos recursos ayuda a los estudiantes a procesar y recordar la información de manera más efectiva.

Los dispositivos electrónicos, como computadoras, tabletas y otros aparatos, también facilitan el acceso= a una amplia gama de recursos educativos en cualquier momento y lugar, lo que puede reducir la brecha digital y proporcionar oportunidades de aprendizaje equitativas para todos los estudiantes (Becerra, 2020). Estos dispositivos = no solo permiten el acceso a materiales educativos, sino que también fomentan el desarrollo de habilidades tecnológicas esenciales para el siglo XXI, preparándonos para futuros desafíos académi= cos y profesionales.

Beneficios de la tecnología educativa

El uso de la tecnología educativa en el aula ofrece numerosos beneficios que pueden mejorar significativamente la calidad del aprendizaje. Uno de los principales beneficios es el acceso a u= na vasta cantidad de recursos educativos, desde bibliotecas digitales hasta tutoriales en línea y cursos abiertos masivos en línea (MOOCs) (Muñoz et al., 2021).

García y Ruiz (2020) mencionan que “estos recursos proporcionan a los estudiantes una riqueza de información y materiales que pueden explorar a su propio ritmo, enriqueciendo así su proceso de aprendizaje” (p.18). Además, la tecnología permite la personalización del aprendizaje, ya que los docentes pueden adaptar el contenido y las activida= des a las necesidades individuales de los estudiantes, lo que promueve un aprendizaje más efectivo y centrado en el estudiante.

La interactividad y participación también se ven incrementadas con el uso de la tecnología educativa. Las herramientas digitales pueden hacer que el aprendizaje sea más interactivo y participativo, fomentando la colaboración y= el trabajo en equipo entre los estudiantes (Lugo et al., 2019). Esta interactividad no solo hace que el aprendizaje sea más interesante y atractivo, sino que también ayuda a los estudiantes a desarrollar habilidades sociales y de colaboración.

Además, el uso de tecnología en = el aula ayuda a los estudiantes a desarrollar habilidades digitales esenciales para el siglo XXI, preparándonos para el futuro académico y profesional (Becerra, 2020). Estas habilidades incluyen la capacidad de bus= car y evaluar información en línea, utilizar herramientas digital= es para crear y compartir contenido, y colaborar con otros en entornos virtual= es. En resumen, la integración de la tecnología en la educación puede proporcionar un entorno de aprendizaje más enriquecedor, motivador y efectivo para todos los estudiantes, ayudándolos a alcanzar su máximo potencial.=

Aplicació= ;n de la tecnología educativa en la enseñanza de la matemática

La aplicación de la tecnología educativa en la enseñanza de la matemática ha transformado significativamente la forma en que los conceptos matemáticos son enseñados y aprendidos. La integración de herramientas tecnológicas en el aula según De la Peña (2021) “facilita el acceso a recursos educativos diversificados, promueve la participación activa de los estudiantes y permite una personalización del aprendizaje que se adapta a las necesidades individuales de cada estudiante” (p.25).<= o:p>

Una de las principales ventajas de utilizar tecnología en la enseñanza de la matemática es la mejo= ra en la comprensión y retención de los conceptos matemáticos. Los recursos multimedia, como videos educativos y simulaciones interactivas, permiten a los estudiantes visualizar conceptos abstractos y ver su aplicación práctica en tiempo real. Según De la Peña (2021) los recursos multimedia mejoran la retención de la información y la comprensión de concep= tos complejos al combinar elementos visuales y auditivos, lo que facilita el procesamiento dual de la información.

La tecnología educativa permite a los docentes personalizar el aprendizaje según las necesidades y el ritm= o de cada estudiante (Lara et al., 2019). Herramientas como las aplicaciones educativas y el software de tutoría inteligente pueden adaptar automáticamente las actividades y los ejercicios basados en el desempeño del estudiante. Esto asegura que cada estudiante reciba el apoyo necesario para superar sus desafíos específicos y avanz= ar a su propio ritmo. Conforme Camacho et al. (2020) la personalización d= el aprendizaje es uno de los mayores beneficios de la tecnología educat= iva, ya que permite un enfoque más centrado en el estudiante.<= /span>

El uso de tecnología en la enseñ= anza de la matemática también puede aumentar la participació= ;n y la motivación de los estudiantes. Las plataformas de aprendizaje en línea, como Moodle y Google Classroom, facilitan la interacción entre estudiantes y docentes, permitiendo la colaboración y el trabajo en equipo (Balseca, 2018; Ortiz et al., 20= 20). Además, las herramientas gamificadas, que incorporan elementos de juego en el proceso educativo, pueden hacer que el aprendizaje sea más atractivo y divertido. Según Castillo et = al. (2022), la gamificación en la educación puede aumentar significativamente la motivación de los estudiantes y su compromiso = con el aprendizaje.

Otra ventaja importante de la tecnología educativa es la capacidad de realizar evaluaciones y proporcionar retroalimentación inmediata. Las herramientas digitales pueden evalu= ar automáticamente el desempeño de los estudiantes y ofrecer retroalimentación específica y oportuna, lo que es crucial pa= ra el aprendizaje efectivo. Koivisto y Hamari (2019) señalan que la retroalimentación es uno de los factores más influyentes en el aprendizaje de los estudiantes, y la tecnología puede facilitar la provisión de retroalimentación de manera eficiente.

Enseñanz= a de la matemática

La enseñanza de la matemática es= un proceso educativo fundamental que involucra la instrucción y facilitación del aprendizaje de conceptos y habilidades matemáticas. Este proceso es crucial para el desarrollo del pensamie= nto lógico y la capacidad de resolución de problemas en los estudiantes. La matemática no solo es una disciplina académica esencial, sino también una herramienta vital para el pensamiento crítico y la toma de decisiones en la vida cotidiana (Beltrán, 2021).

Importancia de = la enseñanza de la matemática

La matemática es una asignatura que desarrolla habilidades fundamentales como el razonamiento lógico, la capacidad de análisis y la resolución de problemas. Seg&uacut= e;n Orbea et al. (2024), la enseñanza de la matemática debe centr= arse en la comprensión profunda de los conceptos matemáticos y en = la capacidad de los estudiantes para aplicar estos conceptos en diversas situaciones. Esta comprensión profunda permite a los estudiantes no = solo memorizar fórmulas y procedimientos, sino también entender por qué y cómo funcionan, lo que es esencial para el aprendizaje significativo y duradero.

Estrategias efectivas en la enseñanza de la matemática<= /b>

La efectividad en la enseñanza de la ma= temática se puede lograr mediante la implementación de diversas estrategias pedagógicas que abordan las necesidades individuales de los estudian= tes y fomentan un aprendizaje activo y participativo. Según Zulay (2021), algunas de estas estrategias incluyen la enseñanza basada en la resolución de problemas, el uso de manipulativos y recursos visuales= , la integración de la tecnología educativa y el aprendizaje colaborativo.

La enseñanza basada en la resoluci&oacu= te;n de problemas implica presentar a los estudiantes situaciones desafiantes que requieren la aplicación de conceptos matemáticos para encontr= ar soluciones. Esta estrategia no solo mejora la comprensión conceptual, sino que también desarrolla habilidades críticas como el pens= amiento lógico y la creatividad. El uso de manipulativos y recursos visuales, como bloques de construcción y diagramas, ayuda a los estudiantes a visualizar y entender mejor los conceptos abstractos, facilitando el aprendizaje mediante experiencias concretas.

Aplicació= ;n de estrategias metodológicas para la enseñanza de la matemática

Para abordar desafíos y mejorar la enseñanza de la matemática, es esencial implementar estrategi= as metodológicas inclusivas y basadas en la evidencia. Las estrategias multisensoriales, que involucran el uso de múltiples sentidos para aprender conceptos matemáticos, han demostrado ser efectivas para estudiantes con discalculia (Orbea et al., 2024). Estas estrategias pueden incluir el uso de manipulativos, actividades prácticas y recursos visuales que faciliten la comprensión y retención de concepto= s.

Además, la tecnología educativa puede desempeñar un papel crucial en la enseñanza de la matemática. Herramientas como aplicaciones educativas y software interactivo pueden proporcionar ejercicios personalizados y retroalimentaci= ón inmediata, ayudando a los estudiantes a practicar y reforzar sus habilidades matemáticas de manera efectiva.

Discalculia

La discalculia es un trastorno del aprendizaje= que afecta la capacidad de una persona para comprender y manipular númer= os y conceptos matemáticos. Este trastorno se manifiesta de diversas mane= ras, incluyendo dificultades para realizar cálculos aritméticos, comprender el concepto de números, recordar secuencias numéri= cas y aplicar conceptos matemáticos en la vida diaria (Árizaga & Román, 2021). La discalculia es comparable a la dislexia en términos de su impacto en el aprendizaje, pero mientras que la disle= xia afecta la lectura y el lenguaje, la discalculia afecta las habilidades matemáticas.

Caracterí= ;sticas de la Discalculia

Las personas con discalculia a menudo presentan una serie de síntomas que dificultan su desempeño en matemáticas. Según Della (2024), algunas de las características más comunes incluyen:

<= span style=3D'mso-list:Ignore'>●<= span style=3D'mso-list:Ignore'>●<= span style=3D'mso-list:Ignore'>●<= span style=3D'mso-list:Ignore'>●<= span style=3D'mso-list:Ignore'>●

La mayoría de los estudiantes (41.18%) indicaron que los recursos visuales son utilizados frecuentemente en las cl= ases de matemáticas. Un 29.41% de los estudiantes mencionó que los recursos visuales se utilizan a veces, mientras que un 17.65% señaló que siempre se usan. Solo un 2.94% de los estudiantes indicó que los recursos visuales nunca se utilizan. Esto sugiere que= los recursos visuales son una herramienta comúnmente utilizada en la ens= eñanza de matemáticas, aunque hay margen para aumentar su uso.

Tabla 3

Efectividad de = los recursos visuales

Escala de Lik= ert

Frecuencia

Porcentaje

1 (Nunca)

1

2,94

2 (Raramente)

2

5,88

3 (A veces)

7

20,59

4 (Frecuentemente)

15

44,12

5 (Siempre)

9

26,47

Total

34

100


 

Gráfico = 2

Efectividad de = los recursos visuales


La mayoría de los estudiantes (44.12%) consideraron que los recursos visuales son efectivos, mientras que un 26.47% los calificó como muy efectivos. Solo un 2.94% y un 5.88% de los estudiantes los consideran muy inefectivos e inefectivos, respectivamente. Estos resultados indican que los recursos visuales no solo se usan con frecuencia, sino que también son percibidos como una herramienta val= iosa para mejorar la comprensión de los conceptos matemáticos.

Tabla 4

Frecuencia del = uso de herramientas digitales

Escala de Lik= ert

Frecuencia

Porcentaje

1 (Nunca)

2

5,88

2 (Raramente)

5

14,71

3 (A veces)

12

35,29

4 (Frecuentemente)

11

32,35

5 (Siempre)

4

11,76

Total

34

100


 

Gráfico = 3

Frecuencia del = uso de herramientas digitales


Un 35.29% de los estudiantes mencionó q= ue las herramientas digitales se utilizan a veces en las clases de matemáticas, y un 32.35% señaló que se utilizan frecuentemente. Sin embargo, un 14.71% de los estudiantes indicaron que las herramientas digitales nunca se utilizan. Esto sugiere una variabilidad en = la integración de herramientas digitales en las clases, indicando una oportunidad para incrementar su uso y uniformidad en la implementació= ;n.

Tabla 5

Efectividad de = las herramientas digitales

Escala de Lik= ert

Frecuencia

Porcentaje

1 (Nunca)

1

2,94

2 (Raramente)

2

5,88

3 (A veces)

9

26,47

4 (Frecuentemente)

14

41,18

5 (Siempre)

8

23,53

Total

34

100

 


 

Gráfico = 4

Efectividad de = las herramientas digitales


La mayoría de los estudiantes (41.18%) consideraron que las herramientas digitales son efectivas, y un 23.53% las calificó como muy efectivas. Solo un 2.94% las consideró muy inefectivas, mientras que un 5.88% las calificó como inefectivas. Es= tos resultados destacan que, aunque las herramientas digitales no se utilizan de manera uniforme, los estudiantes las perciben como efectivas para el aprendizaje de matemáticas.

Tabla 6

Frecuencia del = uso de métodos multisensoriales

Escala de Lik= ert

Frecuencia

Porcentaje

1 (Nunca)

2

5,88

2 (Raramente)

3

8,82

3 (A veces)

8

23,53

4 (Frecuentemente)

14

41,18

5 (Siempre)

7

20,59

Total

34

100

 


 

Gráfico = 5

Frecuencia del = uso de métodos multisensoriales


El 41.18% de los estudiantes indicó que= los métodos multisensoriales se utilizan frecuentemente en las clases de matemáticas, mientras que el 20.59% mencionó que se usan a ve= ces. Un 14.71% señaló que estos métodos nunca se utilizan. Estos resultados sugieren que los métodos multisensoriales son una práctica común, pero también resaltan la necesidad de = una mayor implementación para beneficiarse de sus ventajas.

Tabla 7

Efectividad del= uso de métodos multisensoriales

Escala de Lik= ert

Frecuencia

Porcentaje

1 (Nunca)

1

2,94

2 (Raramente)

3

8,82

3 (A veces)

7

20,59

4 (Frecuentemente)

15

44,12

5 (Siempre)

8

23,53

Total

34

100

 


 

Gráfico = 6

Efectividad del= uso de métodos multisensoriales


El 44.12% de los estudiantes consideraron que = los métodos multisensoriales son efectivos y un 23.53% los calific&oacut= e; como muy efectivos. Solo un 2.94% y un 8.82% de los estudiantes los conside= ran muy inefectivos e inefectivos, respectivamente. Estos resultados subrayan q= ue los métodos multisensoriales son apreciados por los estudiantes y se perciben como efectivos para mejorar su aprendizaje en matemáticas.<= o:p>

Tabla 8.= Frecuencia del aprendizaje colaborativ= o

Escala de Lik= ert

Frecuencia

Porcentaje

1 (Nunca)

1

 

2 (Raramente)

2

 

3 (A veces)

10

 

4 (Frecuentemente)

12

 

5 (Siempre)

9

 

Total

34

100

 


 

Gráfico = 7

Frecuencia del aprendizaje colaborativo


El 35.29% de los estudiantes indicó que= las actividades de aprendizaje colaborativo se realizan frecuentemente en las clases de matemáticas, y un 26.47% mencionó que siempre se realizan. Solo un 2.94% señaló que estas actividades nunca se llevan a cabo. Esto sugiere que el aprendizaje colaborativo es una estrateg= ia común en las clases de matemáticas y que podría ser aún más frecuente.

Tabla 9

Efectividad del aprendizaje colaborativo

Escala de Lik= ert

Frecuencia

Porcentaje

1 (Nunca)

1

2,94

2 (Raramente)

2

5,88

3 (A veces)

6

17,65

4 (Frecuentemente)

13

38,24

5 (Siempre)

12

35,29

Total<= /b>

34

100

 


 

Gráfico = 8

Efectividad del aprendizaje colaborativo


La mayoría de los estudiantes (38.24%) consideraron que las actividades de aprendizaje colaborativo son efectivas, mientras que un 35.29% las calificó como muy efectivas. Solo un 2.94% las consideró muy inefectivas, y un 5.88% las calificó como inefectivas. Estos resultados destacan que el aprendizaje colaborativo es m= uy valorado por los estudiantes y es visto como una estrategia eficaz para mej= orar su comprensión de los conceptos matemáticos.

DISCUSIÓN

Los resultados obtenidos en esta investigación sobre la frecuencia y efectividad de las estrategias metodológicas en la enseñanza de la matemática en la institución educativa presentan similitudes y diferencias interesant= es cuando se comparan con estudios previos en el campo educativo.

En esta investigación, un 58.83% de los estudiantes reportaron que los recursos visuales se utilizan frecuentemente= o siempre, y un 70.59% los consideraron efectivos o muy efectivos. Estos resultados son consistentes con los hallazgos de Suárez (2017), quien argumenta que el uso de recursos visuales mejora significativamente la retención y comprensión de la información en los estud= iantes. Suárez sostiene que los recursos visuales reducen la carga cognitiva= y facilitan la integración de nueva información con el conocimi= ento previo. Sin embargo, el estudio de Landin et al. (2018) muestra que el uso de recursos visuales no siempre se implementa de manera uniforme en todas las aulas, un aspecto que también se observó en nuestra investigación, donde un 29.41% de los estudiantes indicaron un uso ocasional de estos recursos.=

Los resultados de esta investigación revelan que, aunque un 35.29% de los estudiantes indicaron que las herramie= ntas digitales se utilizan a veces, la percepción de su efectividad es al= ta, con un 64.71% considerándose efectivas o muy efectivas. Esto est&aac= ute; en línea con las conclusiones de Tipanluisa (2023), quien encontró que la tecnología educativa mejora la motivación y el rendimiento de los estudiantes al hacer el aprendiza= je más interactivo y personalizado.

La alta frecuencia de uso (41.18% frecuentemen= te, 20.59% a veces) y la efectividad percibida (67.65% los consideran efectivos= o muy efectivos) de los métodos multisensoriales en nuestra investigación coincide con los resultados de estudios como el de Alm= ache (2021), que destaca la efectividad de estos métodos para mejorar la comprensión y retención de conceptos en estudiantes con diver= sas necesidades de aprendizaje. Sousa argumenta que los métodos multisensoriales son especialmente beneficiosos porque permiten a los estudiantes utilizar múltiples sentidos (visual, auditivo, kinestésico) para aprender, lo que puede facilitar una comprensión más profunda y duradera de los conceptos matemáticos.

El aprendizaje colaborativo fue valorado positivamente en nuestra investigación, con un 61.76% de los estudia= ntes indicando que estas actividades se realizan frecuentemente o siempre, y un 73.53% considerándolas efectivas o muy efectivas. Estos resultados s= on congruentes con los hallazgos de López (2018), quienes encontraron q= ue el aprendizaje colaborativo no solo mejora el rendimiento académico, sino también las habilidades sociales y la autoestima de los estudiantes. El aprendizaje colaborativo promueve un ambiente en el que los estudiantes pueden aprender unos de otros y desarrollar habilidades críticas de trabajo en equipo y resolución de problemas.=

En comparación con otros estudios, nues= tros resultados subrayan la importancia y efectividad percibida de diversas estrategias metodológicas en la enseñanza de la matemática. Aunque se han observado tendencias similares en otros estudios, nuestra investigación destaca áreas específi= cas donde la implementación podría ser más consistente y efectiva. Incrementar el uso de recursos visuales, herramientas digitales y métodos multisensoriales de manera uniforme, así como fortale= cer las prácticas de aprendizaje colaborativo, podría mejorar significativamente la experiencia educativa y el rendimiento académi= co de los estudiantes en matemáticas. Estos hallazgos proporcionan una = base sólida para futuras intervenciones y programas de capacitación para docentes, enfocándose en la adopción y aplicación efectiva de estrategias metodológicas comprobadas.=

Por último, los resultados de esta investigación deben interpretarse teniendo en cuenta ciertas limitaciones. En primer lugar, la muestra utilizada fue relativamente pequeña y se limitó a una única institución educativa, lo que puede afectar la generalizabilidad de los hallazgos a otras poblaciones y contextos. Además, los datos = se basaron en auto reportes de los estudiantes, lo que puede introducir sesgos= de percepción. Futuros estudios deberían considerar la inclusión de una muestra más amplia y diversa, así com= o la utilización de métodos adicionales de recolección de datos, como observaciones directas y análisis de desempeño académico a largo plazo. También sería valioso investi= gar cómo estas estrategias metodológicas pueden ser adaptadas y optimizadas para diferentes niveles educativos y contextos culturales, proporcionando así una comprensión más completa y aplicable de su efectividad en la enseñanza de la matemática.=

CONCLUSIONES

El aprendizaje colaborativo no solo mejora el rendimiento académico, sino también las habilidades sociales = y la autoestima de los estudiantes. Los resultados subrayan la importancia y efectividad percibida de diversas estrategias metodológicas en la enseñanza de la matemática.

La investigación destaca áreas específicas donde la implementación podría ser m&aacut= e;s consistente y efectiva. Los hallazgos proporcionan una base sólida p= ara futuras intervenciones y programas de capacitación para docentes, enfocándose en la adopción y aplicación efectiva de estrategias metodológicas comprobadas.

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Todo el contenido de LATAM Revista Latinoamericana de Ciencias Sociales y Humanidades, publicados = en este sitio está disponibles bajo Licencia Creative Commons 3D"https://revistacientifica.uamericana.edu.py/public/site/images/aduar=.

 

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LATAM Revista Latinoamericana de Ciencias Sociales= y Humanidades, Asunción, Paraguay.

ISSN en línea: 2789-3855, noviembre, 2024, Volumen V, Número 5 p 5190.

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LATAM Revista Latinoamericana de Ciencias Sociales= y Humanidades, Asunción, Paraguay.

ISSN en línea: 2789-3855, noviembre, 2024, Volumen V, Número 5 p 5190.

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