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)
Fernando Silva Ordoñez, Patricio Medina Chicaiza y Soledad Sarzosa Rivera
ESTUDIO DE FACTIBILIDAD PARA PUBLICITAR PRODUCTOS EMPRESARIALES CON CÓDIGOS QR
3C Tecnología (Edición 19) Vol.5 – Nº 3
Septiembre – diciembre ‘16, 1 – 19
Área de Innovación y Desarrollo, S.L.
ISSN: 2254 – 4143
DOI: http://dx.doi.org/10.17993/3ctecno.2016.v5n3e19.1-19
1. INTRODUCCIÓN
Es importante señalar que, en referencia al Instituto Nacional de Estadísticas y Censos (INEC,
2015), el 51.3% de la población ecuatoriana en el año 2013 tienen por lo menos un celular
activo; de las cuales el 16.9% de las personas tienen un teléfono inteligente o SMARTPHONE,
frente al 8.4% del 2011. Es decir, 8.5 puntos más, lo que indica la accesibilidad a herramientas
tecnológicas, aplicaciones y al mismo internet, que proporciona una interconectividad entre
personas, empresas e instituciones sin importar el sitio geográfico. Con estas cifras, enfocar
campañas publicitarias basadas en códigos QR permite aprovechar el incremento constante
del uso de teléfonos inteligentes, logrando impacto visual y auditivo beneficioso para los
intereses de la empresa.
En este trabajo, es importante considerar aspectos como: el término proyecto socio-
productivo que se enfoca a impulsar el desarrollo de actividades generadoras de bienes y
servicios útiles para la comunidad, generando redes productivas para satisfacer las
necesidades de la sociedad, como coinciden Iñigo Carrión y Losune Berastegui (2010); Martínez
Montes y Pellicer Armiñana 2011); Zilvetty Torrico (2013).
El marco lógico o sus siglas en inglés EML es una herramienta muy útil para elaborar un
proyecto socio-productivo, como especifican los autores De la Torre (2010); Martínez y Pellicer
(2011), que lo señalan como un instrumento que determina problemas y necesidades de un
entorno, mediante una estructura de planificación para cumplir con los objetivos y llegar a
resultados de una manera lógica y sistemática. A través del marco lógico, el estudio de
mercado permite cuantificar la oferta y demanda, los precios y el proceso de comercialización,
para comprobar la posibilidad real de penetración de un producto, bien o servicio en el
mercado actual, como lo detalla Baca Urbina (2010). De esta forma se obtiene la demanda
insatisfecha del segmento a analizar.
Así mismo, el aporte de Limas (2012) especifica que el estudio técnico administrativo
contempla los aspectos técnicos operativos necesarios en el uso eficiente de los recursos
disponibles para la producción de un bien o servicio deseado y en el cual se analizan la
determinación del tamaño óptimo del lugar de producción, localización, instalaciones y
organización requeridos.
Otro aspecto importante lo señala el Banco Interamericano de Desarrollo (2001), donde
manifiesta que la evaluación financiera y económica pretende cuantificar y valorar el proyecto
con criterios establecidos, de tal forma que la decisión de ejecutarlo, se base en indicadores
confiables. De forma similar, Cubbage, Financiera y Frey (2011, p. 7) agregan que estos
métodos son complejos, y el balance de este informe discute estos valores económicos y
financieros y sus técnicas de medición. Razón por la cual esta etapa dentro del proceso de
creación de una empresa es indispensable para determinar la factibilidad de la misma a través
de indicadores presentes y futuros, como se demuestra a continuación.
Los códigos QR en pleno siglo XXI se consideran la herramienta innovadora y creativa de
publicidad, marketing, posicionamiento y transmisión de información, que se pueden aplicar
en cualquier tipo de empresas. De acuerdo a Beltrán López (2014) son códigos de respuesta