Toggle navigation
Login
Inicio
Home
Secuencias Didacticas
5524
Actualizar
Actualizar Secuencia Didactica: 5524
Año
Periodo
Período 1
Período 2
Período 3
Período 4
Área
Seleccione una área
Grado
Transición
Aceleración del
Pre-Jardín
Jardín
Preescolar
Grado 1
Grado 2
Grado 3
Grado 4
Grado 5
Grado 6
Grado 7
Grado 8
Grado 9
Grado 10
Grado 11
CLEI I
CLEI II
CLEI III
CLEI IV
CLEI V
CLEI VI
Tema
Fecha de inicio
Fecha de finalización
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/13146/0192865b92-necesidades-de-los-clientes-ciclo-v.pdf">0192865b92-necesidades-de-los-clientes-ciclo-v.pdf</a></p>
Ejercicios
<p><b>Realizar: </b></p> <ul><li><b>1.</b><b>¿Cómo consideras que se puede tener un cliente satisfecho?</b></li> <li><b>2.</b><b>¿Cómo debe ser atendido un cliente?</b></li> <li><b>3.</b><b>¿Cuáles son las necesidades básicas de un cliente?</b></li> <li><b>4.</b><b>¿Cómo identificar las necesidades del cliente?</b></li> <li><b>5.</b><b>¿Cuántos tipos de necesidades tienen 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 : Ángel Martin .</p>
Foro
calificable?
Activo
Actualizar