Políticas educativas y globalización

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• Imagen tomada de: http://www.e-faro.info/Imagenes/CHISTES/WChmes02/Acudits2013/130413.deberes.ministro.educacion.buena.politica.educativa.jpg

1. Cumplimiento
   1. necesidades de la sociedad

      Anotações:

      • Imagen tomada de: http://ocw.uned.ac.cr/eduCommons/ciencias-de-la-educacion/las-tics-y-necesidades-educativas-especiales/imagen_tics
      • Imagen tomada de: https://encrypted-tbn3.gstatic.com/images?q=tbn:ANd9GcRVTSSYpta94w9o7B5M-74EHPqykdDK8Pi-9V50pZsFmFUD5DtL
   2. Investigación

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      • Imagen tomada de: https://cva4cca.files.wordpress.com/2015/07/22865413-children-are-studying-and-working-in-the-laboratory-stock-vector.jpg
      1. innovación
2. Profesionalización

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   • Imagen tomada de: http://2.bp.blogspot.com/-iqV7JzjDqRA/UZUGnBxpqYI/AAAAAAAABvc/Vggi23XBJpk/s1600/PROFE.jpg
   1. pedagógica
   2. disciplinar
3. Racionalización

   Anotações:

   • Imagen tomada de: http://www.remansodepaz.es/spip/local/cache-vignettes/L440xH299/nueva-ratioj9380-05090.jpg
   1. eficiencia
      1. eficacia
   2. costo-beneficio

      Anotações:

      • Imagen tomada de: http://coyunturaeconomica.com/files/coyuntura/eventos-marketing.jpg
4. Comercialización
   1. educación para el trabajo

      Anotações:

      • Imagen tomada de: https://teleformacion.murciaeduca.es/teleformacion/pluginfile.php/2533/mod_resource/content/3/mod2/contenidos/propuestas/9_propuesta_didactica_9/_recursos/M22_PD9_Presentacion.jpg
      1. Competencias
      2. estándares
   2. nuevos criterios

      Anotações:

      • Imagen tomada de: data:image/jpeg;base64,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
      1. saber-hacer
5. Calidad

   Anotações:

   • Imagen tomada de: http://www.sopitas.com/wp-content/uploads/2012/04/bart-simson_reprobado.jpg
   1. evaluación