Título : | Ingeniería económica | Tipo de documento: | texto impreso | Autores: | Blank, Leland T., Autor ; Tarquin, Anthony J., Autor | Editorial: | Bogotá; McGraw-Hill | Fecha de publicación: | sf. | Número de páginas: | 546 p. | ISBN/ISSN/DL: | 701000765 | Idioma : | Español (spa) | Materias: | Economía
| Palabras clave: | Matemática para economistas , financieros | Clasificación: | 519 / B515i | Resumen: | Terminologia y diagramas de flujo de caja , Factores y su empleo , Tasas de interes nominal y efectivo,y capitalización continua , Utilización de factores múltiples , Valor presente y evaluación del costo capitalizado, Evaluación del costo anual uniforme equivalente , Cálculos de la tasa de retorno para un solo proyecto , Evaluación de las tasa de retorno para alternativas multiples , Evaluación por beneficio costo , Análisis de remplazo , Bonos, etc ... |
| ![](data:image/jpeg;base64,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) |