Título : | Didáctica de las matemáticas para primaria | Tipo de documento: | texto impreso | Autores: | María del Carmen Chamorro, Autor ; Juan Miguel Belmonte Gómez, Autor ; Salvador Llinares, Autor ; María Luisa Ruiz Higueras, Autor ; Francisco Vecino Rubio, Autor | Fecha de publicación: | 2005 | Número de páginas: | viii; 354 p. | Il.: | il., cuadros | Clasificación: | DIDÁCTICA
| Palabras clave: | EDUCACIÓN PRIMARIA, MATEMÁTICA-ENSEÑANZA, GEOMETRÍA-ENSEÑANZA, CÁLCULO, OPERACIONES MATEMÁTICAS, NÚMEROS DECIMALES, FRACCIONES, MAGNITUD, PENSAMIENTO ALEATORIO | Nota de contenido: | Incluye bibliografía. |
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) 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