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Revista Cientíca Multidisciplinaria ULEAM Bahía Magazine (UBM)
Universidad Laica Eloy Alfaro de Manabí (ULEAM) - Ecuador
138
Monitoreo de resultados: Utilizar métricas y análisis para evaluar el éxito de las estrategias im-
plementadas y ajustarlas según sea necesario para obtener los mejores
resultados
Fuente: Elaboración propia.
Conclusión
En esta investigación, hemos abordado una variedad de temas re-
lacionados con estrategias de ventas, servicio al cliente. Se hizo
énfasis en la importancia de las estrategias de ventas en el contex-
to de la competitividad empresarial actual y cómo las estrategias
efectivas pueden ayudar a aumentar los ingresos y atraer a una
clientela más amplia. Además, hemos explorado la intersección
entre el servicio al cliente y las ventas, destacando cómo un ex-
celente servicio al cliente no solo mejora la satisfacción de los
clientes, sino que también impulsa la delidad y el crecimiento
de las ventas.
También hemos analizado la necesidad de adaptarse a las nuevas
tecnologías y herramientas digitales en el entorno empresarial, y
cómo estas pueden ser utilizadas para mejorar las estrategias de
ventas y la satisfacción del cliente.
En resumen, hemos cubierto una serie de temas empresariales
esenciales nalizando en la elaboración de estrategias para la
peluquería “Alexandra”, resaltando la importancia de estrategias
efectivas en ventas y servicio al cliente para el éxito de las empre-
sas en el competitivo entorno actual. La satisfacción del cliente,
la adaptación a las nuevas tecnologías y la calidad del servicio
los cuales son factores clave en la búsqueda de un crecimiento y
desarrollo empresarial sostenible.
Referencias Bibliográcas
Almeida, E., & Carvajal, G. (2023). La aplicación de Sistemasde
Gestión de Calidad para negocios turísticos gastronómicos.
Revista Internacional de Turismo, Empresa y Territorio,
7(1), 174-188. https://doi.org/https://doi.org/10.21071/ritu-
rem.v7i1.15662
Anchundia, L. (02 de Diciembre de 2022). Repositorio Institu-
cional de la UNIVERSIDAD LAICA “ELOY ALFARO”
DE MANABI. Obtenido de Calidad del servicio hacia
la atención del cliente de la empresa Hutoda Ltda Por-
toviejo Manabí.: https://repositorio.uleam.edu.ec/hand-
le/123456789/4431
Bernal Payares, O. (2018). Planeación estratégica y sostenibili-
dad corporativa. Revista Conocimiento Global, 3(1), 50-
55. Obtenido de https://conocimientoglobal.org/revista/
index.php/cglobal/article/view/27
Carbache, C. A., & Basurto, J. (2022). Estrategia de marketing
para la comercialización del destino turístico Jama, Ma-
nabí. ECONÓMICAS CUC, 43(2), 35–52. https://doi.org/
https://doi.org/10.17981/econcuc.43.2.2022.Org.1
Cedeño Mejía, B. (2018). Repositorio Institucional de la UNI-
VERSIDAD LAICA “ELOY ALFARO” DE MANABI.
Obtenido de MANUAL DE ATENCIÓN AL CLIENTE
PARA SERVICIO DE RESTAURACIÓN EN LOS ESTA-
BLECIMIENTOS DE LA CIUDAD DE BAHÍA DE CA-
RÁQUEZ. (TESIS DE PREGRADO): http://repositorio.
uleam.edu.ec/handle/123456789/1072
Cevallos, J. (24 de Septiembre de 2018). Repositorio Institucio-
nal de la UNIVERSIDAD LAICA “ELOY ALFARO” DE
MANABI. Obtenido de Análisis de la calidad del servicio
de los locales que se dedican a la venta de computadoras
en el centro de Manta”: https://repositorio.uleam.edu.ec/
handle/123456789/1443
Chamba Mero, R. J. (2021). Análisis de las estrategias de comer-
cialización de la empresa RB Medical y su incidencia en el
nivel de ventas (Tesis de Pregrado). Obtenido de Reposi-
torio Institucional de la UNIVERSIDAD LAICA “ELOY
ALFARO” DE MANABI: https://repositorio.uleam.edu.
ec/handle/123456789/3313
Gamboa, J. E., Ortega, X. F., & Armijo, G. (2019). Importancia
de la administración de las ventas en el ámbito empresarial
y en el comercio informal o personal. Revista Cientíca
FIPCAEC (Fomento De La investigación Y publicación
cientíco-técnica multidisciplinaria), 4(1). https://doi.org/
https://doi.org/10.23857/pcaec.v4i1%20ESPECIAL.110
García , N., & Terán, F. (2020). Estrategias para el incremento de
ventas: caso de estudio microempresa Mundo de Ensueños.
Revista de Investigación en Ciencias de la Administración
Enfoques, 259.
García , N., & Terán, F. (2020). Estrategias para el incremento
de ventas: caso de estudio microempresa Mundo de Ensue-
ños. Enfoques Revista de Investigación en Ciencias de la
Administración, 4(16), 248-260. https://doi.org/https://doi.
org/10.33996/revistaenfoques.v4i16.97
Herrera Enríquez, G., Campoverde , I., & Zambrano, D. (2022).
Publicidad como estrategia de ventas para nuevos produc-
tos en Santo Domingo de los Colorados. Journal of Econo-
mic and Social Science Research, 2(2), 1-15. https://doi.
org/https://doi.org/10.55813/gaea/jessr/v2/n2/48
Herrera, J. C., Carvajal, G., & Vélez, A. (2023). Aplicación de
las técnicas de ventas en la comercialización de productos
agrícolas en el sector “El Pajonal”. Revista ULEAM Ba-
hía Magazine (UBM), 4(6), 219-230. Obtenido de https://
revistas.uleam.edu.ec/index.php/uleam_bahia_magazine/
article/view/312
Lemoine , F. A., Hernández, N., Castellanos, G., & Zamora, Y.
(2021). Comportamiento del consumidor de destinos turís-
ticos de Ecuador. Revista Venezolana De Gerencia, 26(96),
1336-1351. https://doi.org/https://doi.org/10.52080/rvg-
luz.26.96.21
Lemoine Quintero, F., Caicedo, E., Hernández, N., Montesdeoca
, M., & Saltos, J. (2020). Gestión del Comportamiento del
Consumidor Turístico. Ciencias Editorial Área de Innova-
ción y Desarrollo S.L. https://doi.org/10.17993/EcoOrgyC-
so.2020.62
Lemoine Quintero, F., Hernandezs , N., & Castellanos, G. (2018).