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CLEI I
CLEI II
CLEI III
CLEI IV
CLEI V
CLEI VI
Tema
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Propósito
<p>Analizo las características necesarias de un emprendedor.</p>
Motivación
<p> <img src="data:image/png;base64,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" alt="" style=""></p>
Explicación
<p><a href="/web/uploads/13146/697a5e911d-emprendimiento-ciclo-3.pdf">697a5e911d-emprendimiento-ciclo-3.pdf</a></p>
Ejercicios
<p><b>Resolver:</b></p><p><b>1.Explique con sus palabras las ventajas del emprendimiento empresarial.</b></p><p><b>2. ¿Qué concepto tiene usted de la crisis económica?</b></p><p><b>3. Que diferencia existe entre gasto e ingreso.</b></p><p><b>4. ¿Qué papel juega un Gerente y un empleado en una empresa?</b></p><p><b>5. ¿Qué es el emprendimiento y cuál es su utilidad?</b></p>
Evidencia
Evaluación
<p>Asistencia</p><p>Puntualidad</p><p>Entrega de talleres</p>
Bibliografía
<p>Libro : El Libro Negro del Emprendedor. Autor: Fernando Trías de Bes.</p>
Foro
calificable?
Activo
Actualizar