El argumento es un enunciado formado por un conjunto de
ideas que sustentan un punto de vista o una posición ante un hecho o una
situación. Se utiliza para convencer a otros, es decir, para tratar de que
acepten un punto de vista o posición. Está formado por tres o más aseveraciones. ![](data:image/png;base64,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)
Ejemplo:
Identifica la aseveración clave y la aseveración de
respaldo del siguiente argumento.
“La infraestructura vial de la ciudad se vio severamente afectada por los
eventos sísmicos del año pasado. El 25% de los pasos elevados están fuera de operación.
El Sr. Logan Henderson es un
ingeniero con amplia y exitosa experiencia en la realización de proyectos de construcción
vial en la administración pública. Por tal razón me permito recomendarlo para
que ocupe el cargo de director de la Oficina de Ingeniería Municipal.”
¿De qué trata de convencer este argumento?
Que esta persona es
el candidato ideal para el cargo de director.
Aseveración Clave:
Que tenga eficiencia administrativa.
¿Qué aspectos se dan del Sr. Logan
Henderson?
Amplia y exitosa experiencia, el cargo que se
desea o aspire.
Aseveración de respaldo:
La amplia y exitosa experiencia en la realización de
proyectos de construcción vial.
¿Las aseveraciones de soporte son
relevantes a la idea de la aseveración clave?
Sí porque busca lo mismo, dar lo que es eficiente.
¿Cómo es la fuerza de las aseveraciones de
respaldo?
Son fuertes y relevantes.
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