Título : | Algebra intermedia : Libro de trabajo programado. | Tipo de documento: | texto impreso | Autores: | Howes, Vernon E., Autor ; Dubisch, Roy., Autor | Editorial: | México; Limusa | Fecha de publicación: | 1973. | Número de páginas: | 501 p. | Idioma : | Español (spa) | Materias: | Matemáticas
| Palabras clave: | álgebra. | Clasificación: | 512.1 / H692a | Resumen: | Álgebra fundamental , Polinomios , Expresiones algebraicas racionales , Planteamiento de problemas , Ecuaciones de primer grado , Ecuaciones de grado superior , Gráfica de funciones y desigualdades , Exponentes y logaritmos , Familia de curvas , Sucesiones, series y el teorema del binomio. |
| ![](data:image/jpeg;base64,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) |