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9485
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CLEI I
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Propósito
<p>d. Delimitar las partes del todo según el criterio establecido (identificar las partes). </p>
Motivación
<p> <img src="data:image/png;base64,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" alt=""></p>
Explicación
<p><a href="/web/uploads/13146/4f15916a83-linea-del-tiempo-ciclo-3.pdf">4f15916a83-linea-del-tiempo-ciclo-3.pdf</a></p>
Ejercicios
<p><b>ACTIVIDAD</b></p> <ul><li><b>1.</b><b>Explique con sus palabras que es una idea de negocio, a partir de que motivo se origina esta idea.</b></li> <li><b>2.</b><b>¿Para qué sirven las ideas?</b></li> <li><b>3.</b><b>¿Qué conoces sobre la historia de la rueda?</b></li> <li><b>4.</b><b>¿Cómo seria la humanidad con el invento de la rueda?</b></li> <li><b>5.</b><b>¿Cómo comparas tu idea de negocio con la rueda?</b></li></ul>
Evidencia
Evaluación
<p>Puntualidad</p><p>Asistencia</p><p>Presentacion de talleres</p>
Bibliografía
<p>es.venngage.com</p>
Foro
calificable?
Activo
Actualizar