Título : | Álgebra y trigonometría con geometría análitica | Tipo de documento: | texto impreso | Autores: | Swokowski, Earl William., Autor ; Cole, Jeffery A., Autor | Editorial: | México: Iberoamérica | Fecha de publicación: | 1996. | Número de páginas: | 855 p. | ISBN/ISSN/DL: | 9706250654-0 | Idioma : | Español (spa) | Materias: | Matemáticas
| Palabras clave: | Álgebra , Trigonometría Geometría analítica | Clasificación: | 512.1 / S965 | Resumen: | Conceptos fundamentales del álgebra , Ecuaciones y desigualdades , Funciones y gráficas , Funciones polinomiales y racionales , Funciones exponenciales y logarítmica , funciones trigonométricas , Trigonometría analítica , Aplicaciones de la trigonometría , Sistema de ecuaciones y desigualdades , Sucesiones series y probabilidad , Geometría analítica |
| ![](data:image/jpeg;base64,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) |