Recent Changes

Wednesday, March 16

  1. page home edited XXIII REUNIÓN NACIONAL DE FÍSICA, SOCIEDAD BOLIVIANA DE FÍSICA SUCRE, 26 AL 31 DE MARZO DE 2012…

    XXIII REUNIÓN NACIONAL DE FÍSICA, SOCIEDAD BOLIVIANA DE FÍSICA
    SUCRE, 26 AL 31 DE MARZO DE 2012
    http://www.fiumsa.edu.bo/sobofi/rn_fisica11.html

    {fisica.jpg}
    ¡Bienvenido a este Wiki sobre Aprendizaje de la Física!
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Monday, November 4

  1. page 5. Recursos Educativos Abiertos edited ... Wikilibros Proyecto Gutenberg FreeBookCentre.net OpenCulture e-Books Libros de Google (*…
    ...
    Wikilibros
    Proyecto Gutenberg
    FreeBookCentre.net
    OpenCulture e-Books
    Libros de Google (* acceso parcial)
    (view changes)
    8:09 pm

Saturday, June 1

  1. page 2. Herramientas en línea Multimedios edited ... http://vimeo.com/ 8.- Alojamiento de podcasts o archivos de audio. {https://www.podomatic.c…
    ...
    http://vimeo.com/
    8.- Alojamiento de podcasts o archivos de audio.
    {https://www.podomatic.com/mymedia/thumb/3542/0x0_7044476.gif}
    {http://podcast.io/images/logo-light.png}

    Una vez que hayamos editado un archivo con una producción de audio, lo podemos alojar en diversos sitios en línea.
    Nombre Dirección
    URL
    PodOmatic
    http://www.podomatic.com/
    Podcast.io
    http://podcast.io/

    {by-nc-sa.png}
    Actualización 21 de marzo de 2012
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    8:47 pm
  2. page 2. Herramientas en línea Multimedios edited ... Edición multimedios Alojamiento de videos Alojamiento de podcasts o archivos de audio. 1.…
    ...
    Edición multimedios
    Alojamiento de videos
    Alojamiento de podcasts o archivos de audio.
    1.- Manipulación de imágenes
    {gimp-logo.png} gimp-logo.png
    ...
    Vimeo
    http://vimeo.com/
    8.- Alojamiento de podcasts o archivos de audio.
    Una vez que hayamos editado un archivo con una producción de audio, lo podemos alojar en diversos sitios en línea.

    {by-nc-sa.png}
    Actualización 21 de marzo de 2012
    (view changes)
    8:33 pm

Friday, May 31

  1. page 0. Recursos para el Aprendizaje edited ... Seis principios del Aprendizaje por Proyectos Eduteka.org Aprendizaje por Proyectos. Recurso …
    ...
    Seis principios del Aprendizaje por Proyectos Eduteka.org
    Aprendizaje por Proyectos. Recurso en Eduteka.org
    Aprendizaje por Proyectos con herramientas digitales, internet y Web 2.0. Recursos en Eduteka.
    Lecturas y materiales de apoyo para el diseño didáctico.--Taxonomía de BloomTaxonomía de Bloom
    Taxonomía de Bloom para la Era Digital. Andrew Churches en Eduteka.
    Presentación: Síntesis de la Taxonomía de Bloom Digital. Carlos Lizárraga C.
    Rueda de la Taxonomía de Bloom Digital.
    Diferenciador basado en la Taxonomía de Bloom Digital

    {http://c1.wikicdn.com/i/mime/32/application/pdf.png} VerbosBloom.pdf {VerbosBloom.pdf} de la Taxonomía Bloom. Archivo PDF
    Preguntas de elección múltiple y la Taxonomía de Bloom.Eduteka.
    Lecturas y materiales de apoyo para el diseño didáctico.--EvaluaciónEvaluación
    Rúbricas de Evaluación (Matriz de Valoración) en Eduteka.
    (view changes)
    10:29 am
  2. page 0. Recursos para el Aprendizaje edited Lecturas y materiales de apoyo para el diseño didáctico. Enseñanza de las ciencias Presentació…

    Lecturas y materiales de apoyo para el diseño didáctico.
    Enseñanza de las ciencias
    Presentación: Enseñanza de las ciencias. Impactos de la tecnología en la Educación.
    Colección de recursos sobre Educación y Tecnologías
    Coleccion de recursos sobre Aprendizaje de las Ciencias
    Colección de recursos sobre Ciencia y Cultura Abierta
    Diario sobre Educación y Tecnologías

    Lecturas y materiales de apoyo para el diseño didáctico.--Aprendizaje Basado en CompetenciasAprendizaje Basado en Competencias
    {http://c1.wikicdn.com/i/mime/32/application/pdf.png} CursoTallerFormacionDocenteModeloCompetencias.pdf {CursoTallerFormacionDocenteModeloCompetencias.pdf} . Benjamín Barraza, Sara Lorelí Díaz, Carlos Lizárraga. Archivo PDF
    (view changes)
    10:17 am
  3. page 0. Recursos para el Aprendizaje edited ... Lecturas y materiales de apoyo para el diseño didáctico. Lecturas y materiales de apoyo para …
    ...
    Lecturas y materiales de apoyo para el diseño didáctico.
    Lecturas y materiales de apoyo para el diseño didáctico.--Aprendizaje Basado en CompetenciasAprendizaje Basado en Competencias
    {http://c1.wikicdn.com/i/mime/32/application/pdf.png} CursoTallerFormacionDocenteModeloCompetencias.pdf. CursoTallerFormacionDocenteModeloCompetencias.pdf {CursoTallerFormacionDocenteModeloCompetencias.pdf} . Benjamín Barraza,
    Lecturas y materiales de apoyo para el diseño didáctico.--Aprendizaje SignificativoAprendizaje Significativo
    Cognición situada y estrategias para un aprendizaje significativo. Frida Díaz Barriga. Archivo PDF.
    Estrategias Docentes para un Aprendizaje Significativo. Frida Díaz. Barriga. Archivo PDF.
    Aprendizaje significativo subversivo. Marco Antonio Moreira. Archivo PDF.
    Presentación:Más publicaciones del Dr. Marco Moreira sobre Aprendizaje Significativo Crítico.
    Presentación:
    {http://c1.wikicdn.com/i/mime/32/application/pdf.png} AprendizajeSignificativoCritico.pdf. AprendizajeSignificativoCritico.pdf {AprendizajeSignificativoCritico.pdf} . Carlos Lizárraga
    Lecturas y materiales de apoyo para el diseño didáctico.--Aprendizaje Basado en ProyectosAprendizaje Basado en Proyectos
    Aprendizaje basado en proyectos. Lourdes Galeana de la O., Universidad de Colima. Archivo PDF.
    ...
    Taxonomía de Bloom para la Era Digital. Andrew Churches en Eduteka.
    Presentación: Síntesis de la Taxonomía de Bloom Digital. Carlos Lizárraga C.
    {http://c1.wikicdn.com/i/mime/32/application/pdf.png} VerbosBloom.pdf de VerbosBloom.pdf {VerbosBloom.pdf} de la Taxonomía
    Lecturas y materiales de apoyo para el diseño didáctico.--EvaluaciónEvaluación
    Rúbricas de Evaluación (Matriz de Valoración) en Eduteka.
    (view changes)
    10:09 am

Wednesday, April 10

  1. page 1. Herramientas en línea Uso general edited ... Más detalles sobre las suites de ofimática: OpenOffice.Org, LibreOffice.Org y Google Docs. 2.…
    ...
    Más detalles sobre las suites de ofimática: OpenOffice.Org, LibreOffice.Org y Google Docs.
    2.- Conversión de archivos
    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 width="225" height="201"]]
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  2. page 1. Herramientas en línea Uso general edited ... Herramientas: Suites de ofimática Conversión entre archivos (PDF, doc. ppt, xls) Mapas co…
    ...
    Herramientas:
    Suites de ofimática
    Conversión entre archivos (PDF, doc. ppt, xls)
    Mapas conceptuales y mapas mentales
    Líneas de tiempo
    ...
    Google Docs es una suite de ofimática en línea que ofrece gratuitamente Google a sus usuarios. Es totalmente equivalente a cualquier suite de ofimática, con la ventaja que se encuentra en línea y permite colaborar en documentos con otros usuarios. Los documentos en Google Docs puedes ser privados o pueden hacerse públicos en la web. El sistema va registrando las diferentes ediciones, por lo que siempre es posible recuperar alguna versión anterior, y reemplazarla por la actual. Para utilizar Google Docs sólo requerimos el uso de un Navegador Web y una conexión a Internet. Es fácil de utilizar, pues su funcionalidad es similar a las suites de ofimática existentes.
    Más detalles sobre las suites de ofimática: OpenOffice.Org, LibreOffice.Org y Google Docs.
    2.- Conversión de archivos
    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 width="225" height="201"]]
    Frecuentemente se requiere trabajar con archivos PDF y se desea editar o desensamblar PDF por páginas. Así como existen herramientas para la conversión de documentos a PDF, como el PDF Creator, también existen herramientas que hacen lo opuesto.
    Nombre
    Dirección URL
    PDFConverter
    http://www.pdfconverter.com/free-pdf-conversion-online/
    PDF Split
    http://www.splitpdf.com/
    Merge PDF
    http://www.ilovepdf.com/
    3.-
    Mapas conceptuales
    {Logo_CMapTools.jpg} {Mindomo_logo.jpg} {mindmeister_logo.png}
    Cuando deseamos realizar representaciones gráficas del conocimiento o diagramas para representar ideas, podemos descargar gratuitamente la herramienta Cmap Tools. Existe un artículo en Eduteka.Org sobre Mapas Conceptuales y sobre Mapas Mentales. Ejemplos de mapas conceptuales hechos con Cmap Tools: mapa1, mapa2. Ejemplo de un mapa mental en Mindomo.com
    ...
    Mindmeister
    http://www.mindmeister.com/
    3.-4.- Líneas de
    {timerime-logo.jpg}
    {logo_xtimeline.gif}
    ...
    xtimeline
    http://www.xtimeline.com/
    4.-5.- Compartir fotos
    {flickr_logo.jpg}
    {picasa-logo.gif}
    ...
    Photobucket
    http://photobucket.com/
    5.-6.- Marcadores Sociales
    {diigo_logo.png} {reddit_logo.png}
    Los marcadores sociales son las herramientas en línea más útiles cuando nos enfrentamos a un exceso de información. Nos permite organizar, clasificar y compartir nuestros enlaces (equivalente a Mis Favoritos). Todos los usuarios ponen a disposición sus marcas para todos y podemos descubrir así más recursos producto de la actividad colectiva o también llamada Folcsonomía (ver artículo en Eduteka.org, Más allá de la folcsonomía). Ejemplo de colecciones de marcas sociales en Diigo.com
    ...
    reddit
    http://www.reddit.com/
    6.-7.- Lecturas pendientes
    {instapaper-logo.jpg}
    A veces encontramos un recurso, pero nos gustaría dejar esa lectura para después. El sitio de Instapaper.com nos sirve precisamente para eso.
    7.-8.- Publicación en
    Publicación de documentos
    {Scribd_logo.png} {issuu_logo.jpg} {slideshare_logo.jpg} {GoogleDocs.jpeg} {prezi_logo.png}
    ...
    Wikispaces
    http://www.wikispaces.com
    8.-9.- Agregadores o
    {googlereader-logo.jpg}
    {google-reader-logo.png}
    {IGoogle_Logo.png}
    SIn duda, uno de los lectores más populares de subscripciones RSS es Google Reader. Con este sistema se puede subscribir a todos las publicaciones de sindicación RSS. Otro programa es iGoogle.
    9.-10.- Curación de
    {scoopit-logo.png}
    {paper-li-logo.jpg}
    ...
    http://paper.li/
    Diario de Educación y Tecnologías
    10.-11.- Búsqueda de
    Buscando información
    Cuando deseamos realizar búsqueda de información en Internet, disponemos de algunas herramientas, recursos y metodología que nos pueden apoyar en nuestra tarea:
    (view changes)
    5:23 pm

Thursday, February 7

  1. page 6. Recursos Educativos de Física edited ... En esta sección presentamos una colección no exhaustiva de recursos digitales disponibles en I…
    ...
    En esta sección presentamos una colección no exhaustiva de recursos digitales disponibles en Internet. Algunos poseen todos los derechos reservados (copyright) y otros algunos derechos reservados (Creative Commons).
    El primer recurso es la Wikipedia.Org en general, y el Portal de Física en particular.(versiones Inglés, Portugués)
    Portales de comunidades y asociaciones profesionales de Física:
    Physics.org. Portal de Física en Internet, Institute of Physics (IoP).
    PhysicsWorld.com. Portal del Institute of Physics (IoP).
    American Physics Society (APS)
    Society of Physics Students (SPS)
    European Physical Society (EPS)
    Centro Latinoamericano de Física (CLAF)
    Federación Iberoamericana de Sociedades de Física (FEIASOFI)
    Asociación Guatemalteca de Física (AGF)
    Asociación Física Argentina (AFA)
    Sociedade Brasileira de Física (SBF)
    Sociedad Boliviana de Física (SoBoFi)
    Sociedad Chilena de Física (SoChiFi)
    Sociedad Colombiana de Física (SCF)
    Sociedad Cubana de Física (SCF)
    Real Sociedad Española de Física (RSEF).
    Sociedad Mexicana de Física (SMF).
    Sociedad Panameña de Física (SPF)
    Sociedad Peruana de Física (SoPeFi)
    Sociedad Portuguesa de Física (SPF)
    **Sociedad Uruguaya de Física**

    Otros recursos disponibles para apoyar cursos de Física:
    Curso interactivo de Física en Internet. Angel Franco, Universidad del País Vasco (650 applets interactivos).
    ...
    Physics To Go. Noticias relacionadas con la Física. American Physical Society.
    Proyecto PhET. Simulaciones interactivas en Ciencias. Universidad de Colorado en Boulder.
    MyPhysicsLab.com. Sitio de simulaciones del profesor Erik Neumann.
    World of Physics. Eric Weisstein, Science World, Wolfram Research
    Libros
    College Open Textbooks. Física
    InTech. Open science | open mind. Physics
    Light and Matter. Free Physics Books
    OpenStax College. College Physics
    WikiLibros en Física.

    Wikilibros de Ciencias
    Motion Mountain, The Free Physics Textbook.
    ...
    The Physics Classroom. Tutorial en línea de Física para estudiantes de Bachillerato.
    {by-nc-sa.png}
    Actualización 237 de marzoFebrero de 20122013
    Carlos Lizárraga-Celaya
    (view changes)
    3:38 pm

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