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/ William S. Seese (1989)
Título : | Química | Tipo de documento: | texto impreso | Autores: | William S. Seese, Autor ; G. William Daub, Autor | Mención de edición: | 5a. ed | Editorial: | México : Prentice Hall Hispanoamericana | Fecha de publicación: | 1989 | Número de páginas: | 687 p. | Il.: | il | ISBN/ISSN/DL: | 978-968-88016-7-3 | Idioma : | Español (spa) | Clasificación: | [Palabras claves]QUÍMICA
| Nota de contenido: | 1. Introducción a la química
2. Mediciones
3. Conceptos básicos sobre la materia
4. Estructura del átomo
5. Clasificación periódica de los elementos
6. Estructura de los compuestos
7. Nomenclatura química de los compuestos inorgánicos
8. Cálulos donde participan elementos y compuestos
9. Ecuaciones químicas
10. Cálculos en las ecuaciones químicas. Estequiometría
11. Gases
12. Líquidos y sólidos
13. Agua
14. Soluciones y coloides
15. Ácidos, bases y ecuaciones iónicas
16. Ecuaciones de oxidación-reducción y electroquímica
17. Velocidades de reacción y equilibrios químicos
18. Química orgánica I: hidrocarburos
19. Química orgánica II: derivados de los hidrocarburos
20. Química nuclear
Apéndices
Glosario
Índice
|
Química [texto impreso] / William S. Seese, Autor ; G. William Daub, Autor . - 5a. ed . - México : Prentice Hall Hispanoamericana, 1989 . - 687 p. : il. ISBN : 978-968-88016-7-3 Idioma : Español ( spa) Clasificación: | [Palabras claves]QUÍMICA
| Nota de contenido: | 1. Introducción a la química
2. Mediciones
3. Conceptos básicos sobre la materia
4. Estructura del átomo
5. Clasificación periódica de los elementos
6. Estructura de los compuestos
7. Nomenclatura química de los compuestos inorgánicos
8. Cálulos donde participan elementos y compuestos
9. Ecuaciones químicas
10. Cálculos en las ecuaciones químicas. Estequiometría
11. Gases
12. Líquidos y sólidos
13. Agua
14. Soluciones y coloides
15. Ácidos, bases y ecuaciones iónicas
16. Ecuaciones de oxidación-reducción y electroquímica
17. Velocidades de reacción y equilibrios químicos
18. Química orgánica I: hidrocarburos
19. Química orgánica II: derivados de los hidrocarburos
20. Química nuclear
Apéndices
Glosario
Índice
|
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) 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