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)
Gloria Belén Espinoza Rosero, Luisa Katherine Vera Miranda & Ambar Jamilet Gavilánez Calderón
47
Actualmente el servicio de acceso a
internet (SAI), mantiene suscritos a 2.505.206
de internet jo y 10.334.391 de internet móvil,
respectivamente. El servicio de internet
jo, lo conforman ciertas empresas que
tienen dominio sobre este sector, entre las
más conocidas a manera, razón comercial;
Netlife con una participación de mercado del
26,1%, seguido de CNT con el 23,7%, Claro
con el 12,6%, Setel con el 9,5% y el resto de
empresas ocupan el 28% de la participación de
mercado. Por otra parte, el servicio de acceso
a internet móvil, lo compone 3 empresas
que tienen dominio total en la participación
de mercado, el 55,3% lo lidera Conecel S.A
(Claro), seguido de Otecel (Movistar) con el
32,2% y CNT con el 12,5%, las dos primeras
empresas que lideran el sector son empresas
que corresponden al régimen privado, mientras
que CNT E.P es una empresa pública, la cual
cuenta con un título habilitante de autorización.
(Boletín Estadístico, 2022).
Con este estudio, se espera determinar
si la carga impositiva incide en la rentabilidad
de las empresas de telecomunicaciones, para
una mejor comprensión de este sector, que
ofrece un servicio que debe ser de acceso
general, lo cual se puede lograr con valores
accesibles a la comunidad.
Luego de la revisión teórica, se
presenta las hipótesis de la investigación
empírica; H1: La carga impositiva incide
de forma negativa en la rentabilidad de las
empresas de telecomunicaciones en Ecuador.
Y H2: Los ingresos inciden de forma
positiva en la rentabilidad de las empresas de
telecomunicaciones en Ecuador.
Metodología
Este estudio se enmarcó en el
método hipotético-deductivo, del tipo de
investigación básica, con enfoque cuantitativo
y corte longitudinal, el diseño utilizado es no
experimental con un alcance correlacional. En
este estudio empírico, la variable rentabilidad
fue planteada como variable dependiente, por
otra parte, la variable independiente considerada
fue la carga impositiva. Sin embargo, para
efecto del modelo econométrico, fue necesario
utilizar una variable dependiente y más de una
variable independiente, para poder analizar la
relación entre las variables manteniendo su
homogeneidad y consistencia (Baños, Torrado
y Álvarez, 2019). Por lo tanto, se incorporó a
la variable ingresos como una nueva variable
independiente.
Para la realización de esta investigación,
se utilizó la técnica de análisis documental,
recolectando datos por fuentes de información
secundarias, de las empresas prestadores de
servicio de internet, de la página web de la
ARCOTEL (2023). Adicional, se recopiló
información nanciera y contable de los
estados nancieros que reportan las empresas
a la Superintendencia de Compañías Valores y
Seguros (2022).
El muestreo es no probabilístico,
intencional por conveniencia, debido a que
se consideró como muestra a las empresas de
tamaño grande. En relación a la clasicación
de empresas, según su tamaño, se estipula
en el art. 106 del Reglamento de Inversiones