Título : | Diagnostico en mercadotecnia: Identificación y solución de problemas clave. | Tipo de documento: | texto impreso | Autores: | Fogg, Davis C., Autor | Editorial: | Wilmington: Addinson-Wesley Iberoamericana, | Fecha de publicación: | 1990. | Número de páginas: | 305 p. | ISBN/ISSN/DL: | 0-201-62902-10 | Idioma : | Español (spa) | Materias: | Marketing
| Palabras clave: | Mercadotecnia , Producto Precio | Clasificación: | 658.8 / F633d | Resumen: | Definición obsoleta de la actividad comercial , Planificación estratégica erronea , Planes anuales de mercadotecnia ineficaces , Lineas de productos inadecuadas , Productos nuevos inestables , Fijación de precios irracional , Problemas de mercadotecnia ocultos , Control inadecuado. |
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) 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