Título : | Serie matemática moderna. | Tipo de documento: | texto impreso | Autores: | Johson, Richard E., Autor ; Lendsey, Lona Lee., Autor | Editorial: | Bogotá; Norma | Fecha de publicación: | 1972. | Número de páginas: | 612 p. | Idioma : | Español (spa) | Materias: | Matemáticas
| Palabras clave: | Álgebra. | Clasificación: | 512 / J635s | Resumen: | Lenguaje de álgebra , Propiedades de los números , Ecuaciones , Desigualdades , Polinomios con una variable , Gráficas , Ecuaciones lineales con dos variables , Polinomios con dos variables , Expresiones algebraicas racionales , Sistemas de ecuaciones lineales , Funciones , Raíces , Expresiones radicales , Ecuaciones cuadráticas , Trigonometría. |
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) 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