Biblioteca CeRP del Norte
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/ Daniel Gil Pérez (2001)
Título : | La enseñanza de las ciencias y la matemática : tendencias e innovaciones | Tipo de documento: | texto impreso | Autores: | Daniel Gil Pérez, Autor ; Miguel de Guzman Ozámiz (1936-2004), Autor | Mención de edición: | 1a. ed | Editorial: | Madrid : Popular | Fecha de publicación: | 2001 | Número de páginas: | 110 p | Idioma : | Español (spa) | Clasificación: | [Palabras claves]EDUCACIÓN [Palabras claves]ENSEÑANZA DE LAS CIENCIAS [Palabras claves]ENSEÑANZA DE LAS MATEMÁTICAS
| Nota de contenido: | Parte I: Enseñanza de las ciencias
Parte I: algunas tendencias innovadoras espontáneas: aportes y limitaciones
Parte II: El modelo constructivista de enseñanza/aprendizaje de las ciencias: una corriente innovadora fundamentada en la investigación
Parte II: Enseñanza de la matemática
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La enseñanza de las ciencias y la matemática : tendencias e innovaciones [texto impreso] / Daniel Gil Pérez, Autor ; Miguel de Guzman Ozámiz (1936-2004), Autor . - 1a. ed . - Madrid : Popular, 2001 . - 110 p. Idioma : Español ( spa) Clasificación: | [Palabras claves]EDUCACIÓN [Palabras claves]ENSEÑANZA DE LAS CIENCIAS [Palabras claves]ENSEÑANZA DE LAS MATEMÁTICAS
| Nota de contenido: | Parte I: Enseñanza de las ciencias
Parte I: algunas tendencias innovadoras espontáneas: aportes y limitaciones
Parte II: El modelo constructivista de enseñanza/aprendizaje de las ciencias: una corriente innovadora fundamentada en la investigación
Parte II: Enseñanza de la matemática
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) 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