BIBLIOTECA I.F.D San José"Elia Caputi de Corbacho"
Equipo de trabajo: Bibliotecóloga Paola Suárez, Mtra. Florencia Posse, Prof. Nancy Cabrera, Mtro. Mauricio Perco y Adm. Gonzalo Porley.
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/ César Trejo
TÃtulo : | Matemática general | Tipo de documento: | texto impreso | Autores: | César Trejo, Autor | Mención de edición: | 2a. ed | Editorial: | Buenos Aires [Argentina] : Kapelusz | Fecha de publicación: | 1965 | Número de páginas: | 250 p | Idioma : | Español (spa) | Palabras clave: | MATEMATICAS. GEOMETRIA ANALITICA. TRIGONOMETRIA | Nota de contenido: | El concepto de número y sus ampliaciones.--- Expresiones y operaciones algebraicas.--- Funciones y ecuaciones en general y de primer grado.--- Análisis combinatorio y aplicaciones. Determinantes.--- Sistemas generales de ecuaciones lineales. Transformaciones y matrices.--- Progresiones . Logaritmos. Álgebra comercial.--- Trigonometría.--- Vectores y complejos.--- Trinomio y ecuación de segundo grado. Ecuaciones algebraicas. Sistemas no lineales.--- Curvas de segundo grado.--- Respuestas a ejercicios.--- Tablas |
Matemática general [texto impreso] / César Trejo, Autor . - 2a. ed . - Buenos Aires (Argentina) : Kapelusz, 1965 . - 250 p. Idioma : Español ( spa) Palabras clave: | MATEMATICAS. GEOMETRIA ANALITICA. TRIGONOMETRIA | Nota de contenido: | El concepto de número y sus ampliaciones.--- Expresiones y operaciones algebraicas.--- Funciones y ecuaciones en general y de primer grado.--- Análisis combinatorio y aplicaciones. Determinantes.--- Sistemas generales de ecuaciones lineales. Transformaciones y matrices.--- Progresiones . Logaritmos. Álgebra comercial.--- Trigonometría.--- Vectores y complejos.--- Trinomio y ecuación de segundo grado. Ecuaciones algebraicas. Sistemas no lineales.--- Curvas de segundo grado.--- Respuestas a ejercicios.--- Tablas |
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) 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