Título : | Torbellino de ideas: Hacia una enseñanza más participativa. | Tipo de documento: | texto impreso | Autores: | Prado Díez, David de., Autor | Editorial: | Madrid: Cincel, | Fecha de publicación: | 1982. | Número de páginas: | 186 p. | ISBN/ISSN/DL: | 84-7046-276-80 | Idioma : | Español (spa) | Materias: | Educación
| Palabras clave: | Educación - Metodología | Clasificación: | 378 / P712t | Resumen: | Fundamentos psicopedagógica , Concepto empírico divergente , Función motivacional , Proceso de desarrollo , Valoración de la técnica del Torbellino de ideas. |
| ![](data:image/jpeg;base64,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) |