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CLEI I
CLEI II
CLEI III
CLEI IV
CLEI V
CLEI VI
Tema
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Propósito
<p>Explica, Identifico y clasifico los recursos físicos y económicos requeridos para el desarrollo del proyecto de emprendimiento.</p>
Motivación
<p> <img src="data:image/png;base64,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" alt=""></p>
Explicación
<p><a href="/web/uploads/13146/50517dfa24-relaciones-con-los-clientes-ciclo-v.pdf">50517dfa24-relaciones-con-los-clientes-ciclo-v.pdf</a></p>
Ejercicios
<p><b>Actividad:</b></p> <ul><li><b>1.</b><b>¿Cuáles son los tipos de relación con el cliente?</b></li> <li><b>2.</b><b>¿Cuáles son las relaciones con los clientes?</b></li> <li><b>3.</b><b>¿Qué actividades requieren las relaciones con clientes?</b></li> <li><b>4.</b><b>¿Cómo debe de ser la relación con los clientes de una empresa?</b></li> <li><b>5.</b><b>Construir el concepto de la importancia de las relaciones con los clientes.</b></li></ul>
Evidencia
Evaluación
<p>Asistencia </p><p>Puntualidad</p><p>Presentacion </p><p>Entrega de talleres.</p>
Bibliografía
<p>Texto . Relaciones con los clientes . Autor : Angel Martin .</p>
Foro
calificable?
Activo
Actualizar