Título : | Química teórica y descriptiva. | Tipo de documento: | texto impreso | Autores: | Sienko, Michaell J., Autor ; Plane, Robert A., Autor | Editorial: | Madrid : Aguilar. | Fecha de publicación: | 1980. | Número de páginas: | 729 p. | ISBN/ISSN/DL: | 84-03-20207-50 | Idioma : | Español (spa) | Palabras clave: | Química | Clasificación: | 540 / S435q | Resumen: | Estructura atómica , Ley periódica , Enlace químico , Estequometría , Gases , Sólidos , Líquidos y cambio de estado , Soluciones , Cinética química , Termodinámica , Elementos y tabla periódica. |
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) 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