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Plácido R. Cruz Chávez, Alberto F. Torres García, Gustavo R. Cruz Chávez y Judith Juárez Mancilla
METODOLOGÍA PARA MEDIR LA RENTABILIDAD DE UN PROYECTO DE INVERSIÓN: ESTUDIO DE CASO DE AGUA
3C Empresa (Edición núm. 28) Vol.5 – Nº 4
Noviembre – febrero ‘16, 1 – 11
Área de Innovación y Desarrollo, S.L.
ISSN: 2254 – 3376
DOI: http://dx.doi.org/10.17993/3cemp.2016.050428.1-11
1. INTRODUCCIÓN
El agua como recurso natural es importante para la supervivencia y bienestar de los
ciudadanos. Asimismo, el agua purificada es vital para la salud pública de las poblaciones.
La producción de este recurso hídrico en la localidad de Finisterra, en Baja California Sur y
en sus localidades cercanas es mínima. Tan sólo existe una empresa local que procesa el
agua y con deficiencias en la osmosis inversa (Cruz, 2015). Otras cuatro empresas que
abastecen el agua en Finisterra y en localidades cercanas (entre ellas Los Parcos y Gaviotas)
son originarias de la capital del Estado - el nombre del lugar, datos del emprendedor e
información personal han sido modificados, para garantizar el anonimato del empresario, y
sirva únicamente con fines académicos y didácticos. Lo anterior ocasiona que, además de la
escasez de oferta de este recurso, el producto en sus diversas presentaciones (garrafón 19
lts., botellas de 1 lt, 1 ½ lt. y 600 ml.) tenga precios más elevados. Esto afecta la economía
de las familias, debido a que los precios son mayores que en la capital (Los Parcos). Por
ejemplo, el garrafón en Finisterra tiene un precio que oscila entre $14.00 y $20.00 pesos,
mientras que en Los Parcos es de $8.00 a $10.00 pesos. Estos precios, según encuestas
realizadas en la región, no siempre reflejan la calidad del producto, por lo cual se convierte
en una oportunidad de negocios.
En este sentido, se detecta una oportunidad para emprender un negocio en la región. Para
emprender un negocio, se debe formular y evaluar un proyecto de inversión (Baca, 2001).
Para ello se dispone de metodologías previamente aceptadas en el ámbito académico y
empresarial, que permiten disminuir el nivel de incertidumbre antes de iniciar un negocio.
Dichas metodologías consisten en elaborar estudios de mercado, técnicos,
organizacionales, de inversiones y financieros (Baca, 2001; Sapag, 2006; Weston y Brigham,
2000). Una vez realizados estos estudios, se procede a una evaluación financiera donde se
aplican instrumentos para evaluar la rentabilidad. Estos instrumentos se clasifican en
medidas de rentabilidad simple y compleja. La metodología simple no considera el valor del
dinero en el tiempo, contrariamente a las medidas complejas. La metodología más utilizada
y aceptada por la academia y las instituciones que financian proyectos de inversión (Banca
de primer y segundo piso) son las medidas complejas, (Weston y Brigham, 2000; Block,
2005; Ross, Westerfield y Jaffe, 2006). Para el caso de esta investigación, se hará uso de las
medidas complejas de rentabilidad para evaluar financieramente el proyecto de inversión.
El problema de la escasez de producción local de agua purificada impulsó la elaboración de
una propuesta de negocio que los mismos habitantes de Finisterra percibieron con agrado.
Además de incrementarse la oferta de agua en la localidad, se generarían 5 empleos
directos con esta nueva empresa.
Por lo anterior expuesto, el objetivo de esta investigación fue presentar una metodología
para la evaluación de un proyecto de inversión de una empresa purificadora de agua,
proyectada para su instalación en Finisterra. Así como dictaminar, la conveniencia de
emprender dicho negocio, sustentado en metodologías con diversos instrumentos
económicos financieros. Los beneficiarios de dicho estudio son el inversionista, el poblado