Historia

el curriculo

  • 100

    época clásica

    epoca clasicaEsta época consta desde siglo VII a.c hasta siglo V d.c, en las ciudades de Atenas y posteriormente en Roma, en esta época la escuela es la que proporciona las clases dirigidas hacia la educación política orientándola hacia posición social del niño y la nueva generación
  • Aug 7, 1345

    XIV

    edad medieval
    En el tipo medieval el curriculo estubo bajo la influencia del cristianismo, después se disminuyó la importancia otorgada al equilibrio formativo que perseguía la tradición griega en ese entonces.
  • Jul 3, 1376

    edad media

    institutoEmpezó a utilizar los términos como studium, ordo, ratio, fórmula e instituto.
  • Dec 2, 1567

    XVI

    Empezaron a asentuarse [las monarquías](data:image/jpeg;base64,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) en Europa,
  • XVI y XVII

    SIGLO XVII Y XVIII se empleó el término currículum para referirse a un proceso o secuencia temporal
  • XVII

    Comenio, Rosseau y Bassedow fueron los que realizaron una plasmación, con el estudio de las Ciencias Naturales se introdujo un cambio sustancial en las prácticas educativas, surgiendo nuevas materias (mecánica, geografía, historia natural, dibujo lineal), y nuevos métodos (laboratorio, material audiovisual, etc...).
  • XVII

    En la antigüedad predominaba una metodología verbal, basada en el uso oral de la palabra, en la claridad expositiva del profesor y en la recepción y memoria verbal de los alumnos (educación tradicional)
  • XVII y XVIII

    El señor Francis Bacon representa la ideología educativa, aunque sus ideas no se tomaron con fuerza desde un inicio y se tardaron en ser plasmadas en el marco de planteamientos curriculares.
  • XVIII y XIX

    En esta época se va desarrollando una metodología activa, basada en la utilización de la experiencia
    del alumno
    , en la que el profesor pasa a ocupar un papel de mediador y facilitador.
  • XVII

    Durante el propio desarrollo de [la revolución francesa](data:image/jpeg;base64,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) surge un nuevo curriculum basado en la formación de ciudadanos en el contexto de los nuevos estados nacionales.
  • XIX

    el señor [Herbart](data:image/jpeg;base64,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) presentó la primera teoría comprensiva sobre educación, la cuál era muy importante en la formación del nuevo profesorado, tambien sobre la base de un nuevo método de enseñanza apoya en las aportaciones de la nueva psicología.
  • XIX

    Por la [escolarización obligatoria ](data:image/jpeg;base64,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)surgieron causas como muy directas de esta situación tenemos que hablar de las transformaciones económicas.
  • XIX

    Primer registro del vocabulario bastante moderno en los contenidos del curriculo
  • XIX

    Por causa de escoliracion obligatoria Como causas muy directas de esta situación tenemos que hablar de las transformaciones económicas
  • XIX

    sobre todo en España se empezó a referir al código curricular moral, asociado a la educación de masas, como necesidad de formar ciudadanos en sus deberes dentro del estado, debida a la crisis sufrida por la estructura social.
  • XIX

    surgio la escolarización obligatoria y se llevó a la realidad en casi todos los países europeos, donde el estado asume la responsabilidad de la educación
  • XIX

    surgio el código curricular racional, el cual construye sobre el conocimiento real que se necesita parala vida social.
  • XX

    El curriculum en la educación empezó a jugar un papel muy importante en los desarrollos económicos y productivos. tambien el curriculum racional, con relación a esta situación, está caracterizado por un nuevo pragmatismo: el conocimiento tiene que seleccionarse a partir de las necesidades de la vida social.
  • XX

    surge la idea básica de Dewey, la cual se basa en que el individuo se desarrolla en interacción con el contexto, y el papel de la educación es hacer que los individuos organicen sus experiencias.
  • XX

    Lundgren afirma que en la sociedad actual predomina una especie de curriculum oculto o invisible
  • XX

    El contexto cultural español ha revivido recientemente, el vocablo que ha sobrevivido en los países anglosajones y comienzó a ser utilizado frecuentemente en Cuba en la década del 90
  • XX

    surge el termino de tecnologia educacion
  • XXI

    Es evidente que en la vida diaria conviven juntos todos los códigos metodológicos.
  • XXI

    Conclucion historia del curriculum se han centrado sobre todo en el contenido de la enseñanza, que han ido tomando complejidad y se prestan a multiplicidad de interpretaciones