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)
16
EL NEGOCIO AUTOMOTOR EN PATIOS DE AUTOS USADOS
SONDEO DE OPINIÓN APLICADO
EN EL CANTÓN AMBATO
FERNANDO MAYORGA
2
Boletín de Coyuntura, N
o
10, Septiembre 2016
Introducción
En publicaciones anteriores el Observatorio Económico y Social
de Tungurahua – OBEST, realizó análisis sobre el comportamiento
de ventas en el negocio automotor en Ambato y Tungurahua. La
información de vehículos usados se recolectó mediante el Primer
Sondeo de Opinión a comerciantes de este tipo de vehículos en la
feria que se desarrolla en la parroquia Picaihua del cantón Ambato,
mientras que los datos de vehículos nuevos se obtuvieron de los
anuarios de la Asociación de Empresas Automotrices del Ecuador
- AEADE.
El escenario para ambos tipos de vehículos fue similar, tendencia
a la baja en ventas en el año 2015 y lo que va de 2016. Con este
antecedente, se decide realizar un segundo sondeo de opinión a
comerciantes de autos usados, pero en esta ocasión, en patios de
carros ubicados en la ciudad de Ambato. La investigación recoge
información de 37 locales comerciales que fueron visitados en el
mes de agosto de 2016 y que estuvieron dispuestos a colaborar.
Contenido
Siendo Ambato uno de los cantones más comerciales del país, se
encuentran patios de autos usados con una trayectoria que van
desde 1 hasta 30 años. Dentro de esta investigación no se en-
contró negocios de menos de un año en esta rama, en tanto que
alrededor del 47% de encuestados llevan más de 8 años en el mer-
cado.
Resumen
Siendo la actividad comercial una de las más representativas den-
tro de la economía de la provincia de Tungurahua y frente a las
medidas restrictivas impuestas a la importación de vehículos en
el Ecuador, el Observatorio Económico y Social de Tungurahua –
OBEST, realiza un estudio a este sector para determinar el com-
portamiento del comercio de vehículos usados en Ambato y sus
perspectivas de crecimiento. Se recoge información primaria me-
diante cuestionario aplicado a representantes de patios de vehícu-
los usados del cantón Ambato y obtiene información que evidencia
la situación real de este sector comercial en lo que va del año 2016.
Los vehículos que representan mayor porcentaje dentro de las ven-
tas en patios de autos usados (59.5%), son los livianos, apenas
el 5.4% comercializa vehículos pesados, mientras que el restante
35.1% se dedica a ambos tipos de vehículos.
Los patios de autos usados están a cargo en su mayoría por em-
pleados, gerentes, administradores y vendedores, de los cuales,
más del 80% cuenta con educación superior.
De acuerdo a la AEADE el segmento de automóviles nuevos tiene
un precio promedio de $18.300 dólares por unidad. Los clientes
de patios de carros usados buscan un precio promedio de compra
de $12.200 dólares de acuerdo a sus necesidades en vehículos
livianos, mientras que en la línea pesados el precio promedio es
$31.000 dólares. Ante la variedad de precios el cliente se enfrenta
a decisiones en base a lo que puede ofrecer el mercado.
El número promedio de empleados que trabajan en patios de ve-
hículos usados es 5 personas, sin embargo, existen locales que
funcionan con un solo empleado, hasta locales que trabajan con 20
personas. De 37 encuestas realizadas en este sector comercial, se
evidenció que emplean a 188 personas contribuyendo al desarrollo
económico del cantón.
De acuerdo al Primer Sondeo de Opinión a Comerciantes de Autos
Usados en la feria del cantón Ambato el 76% de informantes arma
que sus ventas han disminuido en relación al año pasado. La mis-
ma armación hace el 95% de informantes de patios de autos usa-
dos, ninguno de ellos considera que sus ventas hayan aumentado
y apenas el 5% arma que la cifra de unidades comercializadas es
igual a la registrada en el año 2015. Se observa contracción de la
demanda de vehículos tanto nuevos como usados en el año 2016.
En la Figura 2 se puede observar que de acuerdo a ambas inves-
tigaciones, la situación en lo que va del 2016, ha desmejorado en
relación al 2015. El mismo escenario se reporta por parte de con-
cesionarios de autos nuevos en la ciudad de Ambato.
Abstract
The commercial sector being one of the most representative sec-
tors within Tungurahua’s economy and given the restrictive aspects
imposed on the importation of cars in Ecuador, the Economic
and Social Observatory of Tungurahua – OBEST, has performed
an investigation of this sector in order to determine the used car
trade behavior in Ambato, including its growth expectations. The
OBEST has collected the primary information through question-
naires which were applied to the representatives of the used car
business and obtained information that showed the commercial
sector’s real situation during the time that has transpired of 2016.
Palabras clave:
Medidas restrictivas de importación, comportamiento, vehículos
usados, situación real
Keywords:
Import restrictive aspects, behavior, used cars, real situation
Figura 1. Tipo de vehículos que se comercializan en patios de autos usados
Ambato 2016
Fuente: Formulario encuesta Agosto 2016
Elaboración: Equipo OBEST
Pag 16-18
ANA MARÍA SÁNCHEZ
1
TATIANA VAYAS
3
CAROLINA FREIRE
4
1
Economista – Especialista de Investigación y Desarrollo Observatorio Económico y Social – OBEST
- UTA
2
Ingeniero en Ciencias Económicas y Financieras. Analista de Investigación y Desarrollo del Obser-
vatorio Económico y Social de Tungurahua – OBEST de la Universidad Técnica de Ambato – UTA
3
Economista – Analista de Investigación y Desarrollo del Observatorio Económico y Social de Tun-
gurahua – UTA
4
Ingeniera Comercial – Analista de Investigación y Desarrollo del Observatorio Económico y Social
de Tungurahua – UTA