52 convertedFont Ambientes convertedFont convertedFont educativos para convertedFont convertedFont el aprendizaje convertedFont convertedFont en Ciencias convertedFont convertedFont Naturales convertedFont 53 convertedFont Adrián Y convertedFont aguana convertedFont asyr convertedFont .a convertedFont y72@hotmail.com convertedFont Laur convertedFont a Mer convertedFont chán convertedFont lemer convertedFont chan2@unea.edu.ec convertedFont RESUMEN convertedFont El pr convertedFont esente texto da a conocer algunas pr convertedFont oblemá convertedFont - convertedFont ticas acer convertedFont ca del estudio de las Ciencias Naturales convertedFont dentr convertedFont o convertedFont del convertedFont currículo convertedFont ecuatoriano convertedFont y convertedFont r convertedFont eflexiona convertedFont sobr convertedFont e convertedFont la mala gestión que existe en el aula a la hora de convertedFont abor convertedFont dar temáticas en esta asignatura y cómo esto convertedFont impide convertedFont que convertedFont se convertedFont desarr convertedFont olle convertedFont el convertedFont apr convertedFont endizaje convertedFont significa convertedFont - convertedFont tivo. Usualmente, la enseñanza de las Ciencias convertedFont Naturales convertedFont se desarr convertedFont olla convertedFont con base en la lectura, sin convertedFont usar las tecnologías de información y comunica convertedFont - convertedFont ción (TIC); así también, la falta de ambientes or convertedFont ga convertedFont - convertedFont nizados y mediados por el docente ocasiona que convertedFont los alumnos pier convertedFont dan el interés y la motivación, convertedFont debido a la incapacidad de integrar al alumno con convertedFont el ambiente. El apr convertedFont endizaje en esta asignatura convertedFont r convertedFont equier convertedFont e de ambientes educativos, artísticos y de convertedFont experimentación, ya que al estar en contacto con convertedFont el entor convertedFont no y dar libertad a la expr convertedFont esión personal convertedFont del estudiante se pr convertedFont opicia la adquisición de cono convertedFont - convertedFont cimientos nuevos convertedFont y la convertedFont capacidad convertedFont de convertedFont acoplarlos a convertedFont las vivencias diarias. convertedFont Palabras clave: convertedFont ambientes educativos, apr convertedFont en convertedFont - convertedFont dizaje, Ciencias Naturales, ambiente artístico, convertedFont ambiente experimental convertedFont INTRODUCCIÓN convertedFont Los convertedFont ambientes educativos convertedFont son sitios en los que convertedFont se dan interacciones en difer convertedFont entes situaciones de convertedFont comunicación, estos permiten construir apr convertedFont en convertedFont - convertedFont dizajes desde contextos sociales y desde las convertedFont experiencias y necesidades de cada estudiante. convertedFont Dentr convertedFont o del aula, el docente gestiona los r convertedFont ecursos convertedFont educativos y los adapta a los temas a tratar convertedFont . convertedFont Para convertedFont mejorar convertedFont el convertedFont apr convertedFont endizaje, es convertedFont indispensable convertedFont diseñar ambientes educativos con actividades convertedFont atractivas para los educandos. Así, González convertedFont y Sarmiento (2019) exponen que “el aula es el convertedFont escenario ideal para la cr convertedFont eación de apr convertedFont endizajes convertedFont significativos, convertedFont a convertedFont través convertedFont de convertedFont un convertedFont adecuado convertedFont pr convertedFont oceso convertedFont educativo” (p. 8). El espacio áulico debe utilizarse convertedFont y adecuarse al máximo, con metodologías convertedFont activas y r convertedFont ecursos atractivos para permitir que los convertedFont alumnos construyan conocimientos. convertedFont La compr convertedFont ensión r convertedFont eal de un convertedFont concepto no convertedFont se suele r convertedFont ealizar adecuadamente cuando la convertedFont enseñanza es tono tradicional. En varias escuelas convertedFont públicas y privadas, a nivel mundial y latinoame convertedFont - convertedFont ricano, el apr convertedFont endizaje de las Ciencias Naturales convertedFont (CC. 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En este sentido, los conocimientos convertedFont 54 convertedFont pier convertedFont den convertedFont su convertedFont significado, convertedFont pues convertedFont al convertedFont ser convertedFont memorísticos, convertedFont no se r convertedFont elacionan con la r convertedFont ealidad. convertedFont Apr convertedFont ender desde el contexto natural es impr convertedFont es convertedFont - convertedFont cindible; es necesario observar convertedFont , experimentar convertedFont , convertedFont integrarse convertedFont al convertedFont mismo convertedFont y convertedFont r convertedFont eflexionar convertedFont sobr convertedFont e convertedFont su convertedFont cuidado. convertedFont Para convertedFont lograrlo, convertedFont López convertedFont y convertedFont Segarra convertedFont (2020) convertedFont afirman convertedFont que convertedFont “la mejor manera de enseñar CCNN puede ser convertedFont acoplando a los alumnos al ecosistema, r convertedFont ealizar convertedFont un viaje al exterior convertedFont , a un bosque, río, etc. Sin convertedFont embar convertedFont go, no es posible utilizar esta metodología convertedFont todos convertedFont los convertedFont días convertedFont dentr convertedFont o convertedFont de convertedFont clase” convertedFont (p. convertedFont 33). convertedFont Esto convertedFont se convertedFont debe a que varios factor convertedFont es exter convertedFont nos —cir convertedFont cunstan convertedFont - convertedFont cias como economía, transporte y alimentación— convertedFont determinan el modo en que ocurr convertedFont e la enseñanza; convertedFont aún así, esto no debe fr convertedFont enar la formación de convertedFont ambientes educativos. En este contexto, entra en convertedFont juego la cr convertedFont eatividad e innovación de los maestr convertedFont os, convertedFont quienes, a través del uso de las tecnologías de convertedFont información y comunicación (TIC), los ambientes convertedFont de apr convertedFont endizaje y diversas metodologías, pueden convertedFont solventar las salidas pedagógicas a las pr convertedFont oblemá convertedFont - convertedFont ticas planteadas. convertedFont Mediante este texto, se explica qué implica convertedFont el diseño de ambientes de apr convertedFont endizaje que se convertedFont adecuen a las necesidades y diversidad estu convertedFont - convertedFont diantil, para mejorar la enseñanza de las CC. convertedFont NN. convertedFont Además, convertedFont se convertedFont r convertedFont eflexiona convertedFont sobr convertedFont e convertedFont cómo convertedFont la convertedFont mala convertedFont gestión en la enseñanza de esta asignatura convertedFont influye, convertedFont principalmente, convertedFont en convertedFont los convertedFont estudiantes, convertedFont pues convertedFont estos convertedFont escasean convertedFont de convertedFont apr convertedFont endizajes convertedFont significativos convertedFont y convertedFont no r convertedFont econocen su r convertedFont elevancia en el entor convertedFont no. convertedFont DESARROLLO convertedFont El apr convertedFont endizaje de las Ciencias Naturales convertedFont convertedFont dentr convertedFont o del Currículo Nacional convertedFont La enseñanza-apr convertedFont endizaje de las CC. NN. parte convertedFont de lo establecido en el Currículo Nacional ecua convertedFont - convertedFont toriano de 2016, este adopta una teoría construc convertedFont - convertedFont tivista de tinte vigotskiano que usa el apr convertedFont endizaje convertedFont social como parte de la integración del estudiante convertedFont al mundo, por ello, cada pr convertedFont econcepción genera convertedFont 55 convertedFont nuevos anclajes de apr convertedFont endizaje. A nivel macr convertedFont ocu convertedFont - convertedFont rricular convertedFont , convertedFont flexibiliza convertedFont las convertedFont acciones convertedFont para convertedFont la convertedFont formación convertedFont de documentos institucionales de nivel mesocu convertedFont - convertedFont rricular convertedFont , útiles para cualquier institución educativa. convertedFont Por convertedFont esto, convertedFont las convertedFont planificaciones convertedFont micr convertedFont ocurricular convertedFont es convertedFont deben contar con ese mismo enfoque, tomando convertedFont en cuenta las necesidades educativas pr convertedFont esentes convertedFont en convertedFont el convertedFont aula convertedFont donde convertedFont se convertedFont desempeñen convertedFont los convertedFont pr convertedFont ofesiona convertedFont - convertedFont les y según la vida de los alumnos. convertedFont En CC. NN., se orienta a conocer al ser convertedFont humano convertedFont por medio de convertedFont su r convertedFont elación con convertedFont el ambiente convertedFont y poniendo la ciencia en acción (Mineduc, convertedFont 2016). De esta manera, cada estudiante mejora convertedFont su compr convertedFont ensión conceptual y le da valor r convertedFont eal convertedFont a la naturaleza, al apr convertedFont ender de ella a partir del convertedFont r convertedFont espeto. El apr convertedFont endizaje de CC. NN. no depende convertedFont solamente de la memorización o del libr convertedFont o de texto convertedFont que se asigna para hacerlo, sino también del convertedFont contacto con el entor convertedFont no. La falta de actividades convertedFont experimentales pr convertedFont ovoca que los estudiantes se convertedFont sientan alejados de esta asignatura y que expe convertedFont - convertedFont rimenten su apr convertedFont endizaje como monótono. Por convertedFont ello, depende del docente brindar ambientes de convertedFont apr convertedFont endizaje pr convertedFont opicios para lograr el involucra convertedFont - convertedFont miento convertedFont dir convertedFont ecto convertedFont en convertedFont la convertedFont materia convertedFont y convertedFont para convertedFont desarr convertedFont ollar convertedFont las convertedFont potencialidades de cada alumno. convertedFont Las destr convertedFont ezas con criterio de desempeño convertedFont convertedFont como pr convertedFont omotoras del modelo por convertedFont convertedFont descubrimiento y los minipr convertedFont oyectos convertedFont Las destr convertedFont ezas con criterio de desempeño (DCD) convertedFont son convertedFont convertedFont “habilidades, pr convertedFont ocedimientos de difer convertedFont ente convertedFont nivel de complejidad, hechos, conceptos, expli convertedFont - convertedFont caciones, actitudes, valor convertedFont es, normas con énfasis convertedFont en el saber hacer y en la funcionalidad de lo convertedFont apr convertedFont endido” (Mineduc, 2016, p. 19). En esta línea, convertedFont cabe mencionar que estas tienen bases en el convertedFont saber hacer convertedFont que pr convertedFont oponen los docentes para su convertedFont aula o campo de acción y son la parte fundamen convertedFont - convertedFont tal del apr convertedFont endizaje. Para desarr convertedFont ollarlas adecuada convertedFont - convertedFont mente se puede r convertedFont ecurrir a: convertedFont 1. convertedFont convertedFont El convertedFont modelo por descubrimiento convertedFont que convertedFont r convertedFont elaciona conceptos con la r convertedFont ealidad, al unir convertedFont información nueva a teorías establecidas convertedFont como apr convertedFont endizajes pr convertedFont evios. Según Meza convertedFont (2018), este toma como r convertedFont efer convertedFont encia la convertedFont r convertedFont ealidad del estudiante a quien se ve como convertedFont un convertedFont investigador convertedFont que convertedFont descubr convertedFont e convertedFont por convertedFont sí convertedFont mismo convertedFont pr convertedFont oblemas, a través de observaciones que convertedFont se convertedFont r convertedFont ealizan convertedFont en el convertedFont ambiente convertedFont y se convertedFont vinculan convertedFont con convertedFont lo estudiado convertedFont en la convertedFont clase. convertedFont Este modelo convertedFont r convertedFont esulta útil, por convertedFont que se apr convertedFont ende mediante la convertedFont experimentación convertedFont dir convertedFont ecta convertedFont (método convertedFont científico). convertedFont 2. convertedFont convertedFont Los convertedFont minipr convertedFont oyectos convertedFont convertedFont pr convertedFont etenden convertedFont mejorar convertedFont el convertedFont pr convertedFont ocesamiento de información a través del convertedFont pensamiento. Estos valoran el ver convertedFont dader convertedFont o convertedFont saber convertedFont como una convertedFont parte convertedFont fundamental convertedFont de convertedFont la cotidianidad (Meza, 2008). Por ello, el convertedFont contexto mejora convertedFont el desarr convertedFont ollo de convertedFont actitudes convertedFont que fomentan y contribuyen al trabajo convertedFont cooperativo. convertedFont Con el modelo por descubrimiento y los convertedFont minipr convertedFont oyectos se adquier convertedFont e cohesión entr convertedFont e los convertedFont contenidos que se espera enseñar a los estudian convertedFont - convertedFont tes. Así mismo, al potenciar destr convertedFont ezas por medio convertedFont de estas metodologías, se cr convertedFont ean saber convertedFont es que convertedFont mantienen participación activa. convertedFont AMBIENTES DE APRENDIZAJE convertedFont convertedFont DISEÑADOS MEDIANTE LAS TIC convertedFont convertedFont P convertedFont ARA CIENCIAS NATURALES convertedFont Dentr convertedFont o de los ambientes de apr convertedFont endizaje se convertedFont incluyen las TIC, estas pr convertedFont oveen soluciones convertedFont factibles a pr convertedFont oblemas r convertedFont eales, usando herramien convertedFont - convertedFont tas web para la investigación y posterior difusión convertedFont de conocimientos. Islas (2016) pr convertedFont opone las TIC convertedFont como metodologías sincrónicas (tiempo r convertedFont eal) o convertedFont asincrónicas (a destiempo) que permiten cr convertedFont ear convertedFont entor convertedFont nos concr convertedFont etos de enseñanza-apr convertedFont endizaje. convertedFont Estas convertedFont pr convertedFont opician convertedFont la convertedFont investigación convertedFont y convertedFont motivan convertedFont interés y el r convertedFont elacionamiento interpersonal convertedFont tanto entr convertedFont e el docente y sus estudiantes como convertedFont entr convertedFont e estudiantes. convertedFont Los ambientes educativos, en palabras convertedFont de convertedFont Iglesias convertedFont (2008), convertedFont se convertedFont r convertedFont efier convertedFont en convertedFont “al convertedFont conjunto convertedFont de convertedFont espacios físicos y las r convertedFont elaciones que en ellos se convertedFont 56 convertedFont establecen (los afectos, r convertedFont elaciones interindividua convertedFont - convertedFont les convertedFont y convertedFont la convertedFont sociedad convertedFont en convertedFont su convertedFont conjunto)” convertedFont (p. convertedFont 52). convertedFont En convertedFont CC. convertedFont NN., se convertedFont pueden manejar distintos ambientes en convertedFont los que el contacto con el entor convertedFont no esté pr convertedFont esente, convertedFont además, estos se pueden convertedFont acompañar por las convertedFont TIC, convertedFont para, convertedFont a convertedFont través convertedFont de convertedFont la convertedFont enseñanza convertedFont desde convertedFont el convertedFont constructivismo, potenciar habilidades tec convertedFont - convertedFont nológicas y motivar al estudiante con nuevas convertedFont formas de enseñanza. convertedFont Para convertedFont cumplir convertedFont el convertedFont objetivo convertedFont de convertedFont este convertedFont texto, convertedFont a convertedFont con convertedFont - convertedFont tinuación, se describirán el ambiente artístico y convertedFont el experimental. convertedFont Ambiente artístico convertedFont convertedFont En convertedFont este convertedFont el convertedFont estudiante convertedFont apr convertedFont ende convertedFont por convertedFont lo convertedFont que convertedFont oye, convertedFont escucha y convertedFont siente, y desarr convertedFont ollando su convertedFont imagina convertedFont - convertedFont ción, cr convertedFont eatividad y fantasía. Y convertedFont a que el arte es convertedFont una forma de acer convertedFont carse al mundo y a los demás, convertedFont este entor convertedFont no tiene como objetivo potenciar las convertedFont r convertedFont elaciones interpersonales y el trabajo en equipo convertedFont (Lázar convertedFont o, 2015). Además, es esencial para desa convertedFont - convertedFont rr convertedFont ollar potencialidades a nivel social, pues permite convertedFont conectarse con la naturaleza y colaborar para convertedFont mejorar el planeta. convertedFont Muchas veces se piensa que a través del arte convertedFont no se puede enseñar y que su uso en la pr convertedFont ofesión convertedFont docente solo le compete al ár convertedFont ea de Educación convertedFont Cultural y Artística. Sin embar convertedFont go, el uso de esta convertedFont metodología, facilita la interacción docente-estu convertedFont - convertedFont diante, a través de la cr convertedFont eación de vínculos entr convertedFont e convertedFont los sujetos que participan. Este ambiente permite convertedFont la expr convertedFont esión y manifestación de emociones convertedFont conforme a las temáticas abor convertedFont dadas. convertedFont Ambiente experimental convertedFont convertedFont En CC. NN., usar este ambiente mejora la interac convertedFont - convertedFont ción sujeto-objeto y genera r convertedFont esultados por medio convertedFont de la r convertedFont ealización de investigaciones empíricas. convertedFont Este entor convertedFont no permite “trabajar las capacidades convertedFont de convertedFont atención-observación, manipulación, convertedFont cr convertedFont eación convertedFont de convertedFont hipótesis, convertedFont obtención convertedFont de convertedFont objetivos, convertedFont r convertedFont epr convertedFont esen convertedFont - convertedFont tación convertedFont gráfica, convertedFont y convertedFont el convertedFont trabajo convertedFont cooperativo” convertedFont (Lázar convertedFont o, convertedFont 2015, p. 38). convertedFont En este convertedFont sentido, convertedFont el convertedFont estudiante convertedFont es convertedFont considerado un investigador que desarr convertedFont olla su convertedFont pensamiento crítico y r convertedFont eflexivo. convertedFont La experimentación contribuye al desarr convertedFont ollo convertedFont de convertedFont r convertedFont eflexiones convertedFont cuando convertedFont al convertedFont alumno convertedFont se convertedFont le convertedFont pr convertedFont esenta convertedFont un tema determinado, pues sur convertedFont gen pr convertedFont eguntas convertedFont conforme avanza la clase. Por medio de expe convertedFont - convertedFont rimentos convertedFont que convertedFont están convertedFont acompañados convertedFont de convertedFont una convertedFont ficha convertedFont investigativa, cada estudiante r convertedFont ecaba ideas sobr convertedFont e convertedFont lo que está r convertedFont ealizando y convertedFont , mediante el pr convertedFont oceso convertedFont investigativo, construye conocimientos de convertedFont los que se apr convertedFont opia. convertedFont 57 convertedFont LAS CIENCIAS NATURALES Y LOS convertedFont convertedFont AMBIENTES DE APRENDIZAJE convertedFont El desarr convertedFont ollo de la enseñanza tradicional de convertedFont las CC. NN. se limitada al uso de lecturas, acti convertedFont - convertedFont vidades de un libr convertedFont o de texto o la memorización convertedFont de conceptos convertedFont en los que no convertedFont se involucra dir convertedFont ec convertedFont - convertedFont tamente al estudiante con el ambiente. Sin convertedFont embar convertedFont go, esta asignatura r convertedFont equier convertedFont e del entor convertedFont no convertedFont natural o de ambientes elaborados por el docente convertedFont para convertedFont que convertedFont se convertedFont construyan convertedFont saber convertedFont es. convertedFont Por convertedFont ello, convertedFont la convertedFont mejor convertedFont forma para apr convertedFont ender es implicando al educando convertedFont con el contexto. convertedFont Los convertedFont ambientes convertedFont de convertedFont apr convertedFont endizaje convertedFont potencian convertedFont la convertedFont cr convertedFont eatividad e imaginación en los alumnos. Por convertedFont eso, saber qué tipos de ambientes se pueden convertedFont usar es fundamental para el desarr convertedFont ollo del apr convertedFont en convertedFont - convertedFont dizaje. Además, es necesario que el docente varíe convertedFont en el uso de entor convertedFont nos para motivar la enseñanza. convertedFont convertedFont Las CC. NN. se deben enseñar desde convertedFont la práctica y por medio de diversos r convertedFont ecursos convertedFont didácticos, convertedFont por convertedFont ello, convertedFont las convertedFont planificaciones convertedFont deben convertedFont incluir actividades convertedFont con distintos convertedFont ambientes convertedFont — convertedFont pueden ser áulicos— que gener convertedFont en experimen convertedFont - convertedFont tos o se pueden pr convertedFont oponer visitas virtuales por convertedFont medio de las TIC; en esta línea, estas acciones se convertedFont pueden r convertedFont egistrar en dibujos o distintas manualida convertedFont - convertedFont des trabajadas en grupo o de manera individual. convertedFont CONCLUSIONES convertedFont El apr convertedFont endizaje de las CC. NN. depende prin convertedFont - convertedFont cipalmente del docente, por convertedFont que este es quien convertedFont gestiona r convertedFont ecursos y diseña y pr convertedFont epara las activi convertedFont - convertedFont dades, técnicas y metodologías que se utilizarán. convertedFont El ambiente artístico y el experimental, en esta convertedFont materia, convertedFont logra convertedFont concr convertedFont eción convertedFont en convertedFont los convertedFont apr convertedFont endiza convertedFont - convertedFont jes de los estudiantes. La enseñanza de las CC. convertedFont NN. debe ser tomada con total r convertedFont esponsabilidad, convertedFont pues algunos estudiantes, al salir de la escuela, convertedFont elegirán carr convertedFont eras que se corr convertedFont espondan con esta convertedFont asignatura. Desde la infancia, es importante convertedFont brindar convertedFont bases convertedFont sólidas convertedFont de convertedFont conocimientos convertedFont que convertedFont permitan convertedFont que convertedFont el convertedFont alumno convertedFont sea convertedFont el convertedFont centr convertedFont o convertedFont de convertedFont todos convertedFont los convertedFont apr convertedFont endizajes y que, por medio del contacto con la convertedFont naturaleza convertedFont y el convertedFont acompañamiento convertedFont docente, convertedFont forme convertedFont esquemas que se adapten a cada concepto convertedFont nuevo que apr convertedFont enda. convertedFont El docente dentr convertedFont o de su sistema de clases convertedFont cr convertedFont eará ambientes pr convertedFont opicios para el desarr convertedFont ollo convertedFont de las destr convertedFont ezas que pr convertedFont opone el currículo, convertedFont incluyendo convertedFont las convertedFont TIC convertedFont y convertedFont trabajando convertedFont activamente convertedFont con sus estudiantes. Las CC. NN. son parte del convertedFont fundamento convertedFont sobr convertedFont e convertedFont el convertedFont que convertedFont se convertedFont edifica convertedFont el convertedFont r convertedFont ol convertedFont social convertedFont de una persona, por ello, es impr convertedFont escindible darles convertedFont la importancia que convertedFont se mer convertedFont ecen, convertedFont estudiarlas convertedFont a convertedFont conciencia y brindar enseñanza de calidad. convertedFont 58 convertedFont REFERENCIAS BIBLIOGRÁFICAS convertedFont De La Rosa, A.; Jaén, K. y Espinoza, E. (2019). El pr convertedFont oceso convertedFont de enseñanza-apr convertedFont endizaje en las ciencias naturales: las convertedFont estrategias didácticas como alter convertedFont nativa. convertedFont Revista convertedFont Científica convertedFont Agr convertedFont oecosistemas, convertedFont 7(1) convertedFont , 58-62. convertedFont https://aes.ucf.edu.cu/ convertedFont index.php/aes convertedFont convertedFont González, A. y Sarmiento, C. (2019). convertedFont Ambiente de apr convertedFont endizaje convertedFont como estrategia didáctica para el apr convertedFont endizaje inclusivo de convertedFont la matemática en sexto año EGB en la UEZAP convertedFont [T convertedFont rabajo convertedFont de convertedFont titulación]. convertedFont Universidad convertedFont Nacional convertedFont de convertedFont Educación. convertedFont convertedFont http:// convertedFont r convertedFont epositorio.unae.edu.ec/handle/56000/1070 convertedFont Iglesias, M. (2008). Observación y evaluación del ambiente de convertedFont apr convertedFont endizaje en educación infantil: Dimensiones y variables convertedFont a convertedFont considerar convertedFont . convertedFont Revista convertedFont Iber convertedFont oamericana convertedFont de convertedFont Educación, convertedFont 47(1), convertedFont 49-70. convertedFont https://rieoei.or convertedFont g/historico/documentos/rie47a03. convertedFont htm convertedFont Islas, C. (2016). convertedFont La implicación convertedFont del docente en los ambientes convertedFont educativos mediados por tecnologías. convertedFont V convertedFont ivat Academia, convertedFont (136), 68-80. convertedFont https://www convertedFont .r convertedFont edalyc.or convertedFont g/articulo. convertedFont oa?id=525755344005 convertedFont convertedFont Lázar convertedFont o, L. (2015). convertedFont Ambientes de apr convertedFont endizaje, implicaciones convertedFont pedagógicas y pr convertedFont opuesta para el segundo ciclo de convertedFont Educación Infantil [T convertedFont esis de Grado]. Universidad convertedFont Inter convertedFont nacional de la Rioja. convertedFont https://r convertedFont eunir convertedFont .unir convertedFont .net/ convertedFont bitstr convertedFont eam/handle/123456789/2864/Laura_Lazar convertedFont o_ convertedFont Gar convertedFont cia.pdf?sequence=1 convertedFont López, J. y Segarra, J. (2020). convertedFont Pr convertedFont opuesta metodológica de convertedFont r convertedFont efuerzo en operaciones de suma y r convertedFont esta, del conjunto convertedFont de númer convertedFont os racionales en 7mo año de educación convertedFont básica, mediante la sistematización de estrategias convertedFont experimentadas convertedFont [T convertedFont rabajo de Titulación] Universidad convertedFont Nacional de Educación. convertedFont http://r convertedFont epositorio.unae.edu.ec/ convertedFont handle/123456789/1828 convertedFont Meza, C. (2018). convertedFont Apr convertedFont endizaje por descubrimiento y convertedFont motivación en estudiantes de sexto grado de primaria, convertedFont RED 17, Carabayllo 2018 convertedFont [T convertedFont esis de grado]. Universidad convertedFont César convertedFont V convertedFont allejo. convertedFont https://r convertedFont epositorio.ucv convertedFont .edu.pe/ convertedFont handle/20.500.12692/22183 convertedFont convertedFont Ministerio de Educación [Mineduc]. (2016). convertedFont Currículo de convertedFont los niveles de Educación Obligatoria. Ministerio de convertedFont Educación. convertedFont https://educacion.gob.ec/wp-content/ convertedFont uploads/downloads/2016/03/Curriculo1.pdf convertedFont 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