Título : | Dimensión ambiental: Un reto para la educación de la nueva sociedad. | Tipo de documento: | texto impreso | Autores: | Bogotá: Min de educación nacional,, Autor | Editorial: | Torres Carrasco, Maritza. | Fecha de publicación: | 1996. | Número de páginas: | 98 p. | ISBN/ISSN/DL: | 958-9488-13-70 | Idioma : | Español (spa) | Materias: | Ciencias Naturales
| Palabras clave: | Educación ambiental - Colombia.
363.7 | Clasificación: | 363.07 / T677d | Resumen: | Ambiente, Educación ambiental , Educación ambiental la escuela y el entorno , Educación ambiental y la formación de nuevos ciudadanos , Dimensión ambiental y el currículo , PRAE como una de las diversas alternativas para la inclusión de la dimensión ambiental en la educación básica general , Formación de docentes y la educación ambiental. |
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) 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