Título : |
Introducción a la Química Orgánica |
Tipo de documento: |
texto impreso |
Autores: |
Rodrigo Paredes, Autor ; Brian Yates, Autor ; Fabio Zuluaga, Autor |
Mención de edición: |
4a ed. |
Editorial: |
Cali : Universidad del Valle |
Fecha de publicación: |
2011 |
Número de páginas: |
292 p. |
Il.: |
gráfs.; tbls. |
Dimensiones: |
22 cm. |
ISBN/ISSN/DL: |
978-958-670-891-3 |
Idioma : |
Español (spa) |
Clasificación: |
547 Química orgánica |
Nota de contenido: |
Enlaces, estructura y propiedades de los compuestos orgánicos -- Alcanos -- Cicloalcanos -- Enantiomería (isomería óptica) -- Derivados halogenados -- Alquenos -- Alquinos -- Hidrocarburos aromáticos -- Alcoholes -- Éteres y epóxidos |
Link: |
https://biblioteca.unap.edu.pe/opac_css/index.php?lvl=notice_display&id=94924 |
Introducción a la Química Orgánica
Paredes, RodrigoYates, Brian ; Zuluaga, Fabio - -
Cali : Universidad del Valle - 2011
Enlaces, estructura y propiedades de los compuestos orgánicos -- Alcanos -- Cicloalcanos -- Enantiomería (isomería óptica) -- Derivados halogenados -- Alquenos -- Alquinos -- Hidrocarburos aromáticos -- Alcoholes -- Éteres y epóxidos
|
| ![Introducción a la Química Orgánica vignette](data:image/jpeg;base64,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) |