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CLEI I
CLEI II
CLEI III
CLEI IV
CLEI V
CLEI VI
Tema
Fecha de inicio
Fecha de finalización
Propósito
<p>Iniciar en el mundo empresarial a partir de soluciones sencillas, básicas, acorde al nivel académico del estudiante</p>
Motivación
<p><b>excelente video <a href="https://www.youtube.com/watch?v=9ou14OBePcg">https://www.youtube.com/watch?v=9ou14OBePcg</a></b></p>
Explicación
<p><v:shapetype> <v:stroke> <v:formulas> <v:f> <v:f> <v:f> <v:f> <v:f> <v:f> <v:f> <v:f> <v:f> <v:f> <v:f> <v:f> </v:f></v:f></v:f></v:f></v:f></v:f></v:f></v:f></v:f></v:f></v:f></v:f></v:formulas> <v:path> <o:lock> </o:lock></v:path></v:stroke></v:shapetype><v:shape> <v:imagedata> <w:wrap> </w:wrap></v:imagedata></v:shape><b>EXPLICACIÓN: </b>De la empresa que ha creado en la guía anterior, establezca cuanto le vale hacer el producto, en cuanto lo va a vender, describa el producto o servicio, en donde lo va a vender, y como lo va a promocionar<b></b></p><p><br></p><p><img src="data:image/png;base64,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" alt=""></p>
Ejercicios
<p>- Recuerde que para responder a la explicación deben tener en cuenta “Los <b>elementos que intervienen</b> en un <b>acto</b> comunicativo: Emisor: Produce el mensaje y lo envía. Código: Conjunto de signos y reglas que el emisor y el receptor conocen y que sirven para codificar y decodificar el mensaje”. </p>
Evidencia
Evaluación
<p>Envío de evidencias al finalizar la quincena (20 de noviembre a más tardar) por la plataforma sinapsis en PDF. <span></span></p><p>En caso de enviar evidencia fotográfica deberá marcar a mano, arriba de cada hoja con su nombre completo, grado, asignatura y el tema. Se le responderá por el mismo medio de envío. </p>
Bibliografía
<p>guias</p><p>webgrafia</p>
Foro
calificable?
Activo
Actualizar