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<p>Analizar por que América Latina no tubo el desarrollo que presenta Europa a pesar de haber sido colonizado por este último.</p><p><img 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" alt="Cumbre Celac-UE: Europa recibe a una América Latina diferente – La ..."></p>
Motivación
<p>Europa es conocida como el continente más antiguo, y donde aparecieron las primeras civilizaciones, vamos a observa en el siguiente vídeo por que Europa tiene más desarrollo que América Latina, saca tus propias conclusiones.</p><p>Veamos.</p><p><a href="https://youtu.be/bsPFWHmzVl4">https://youtu.be/bsPFWHmzVl4</a><br></p><p><img src="data:image/jpeg;base64,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" alt="Europa y América Latina: la apuesta por la apertura | Economía ..."></p>
Explicación
<p>La diferencia entre América Latina y Europa esta dada, desde lo económico y lo político, como se aprecia en la siguiente explicación.</p><p><a href="/web/uploads/561/fb13dccae0-en-que-se-diferencia-america-latina-de-europa.pdf">fb13dccae0-en-que-se-diferencia-america-latina-de-europa.pdf</a><br></p><p><img src="https://encrypted-tbn0.gstatic.com/images?q=tbn%3AANd9GcQRMgdE-Ga-uNc5Uh8bFp2EzlImNrHtmtoHTgrKFoN7bz9Ldt43&usqp=CAU" alt="Cooperación es Desarrollo en Radio 5 - Europa y América Latina ..."></p>
Ejercicios
<p>La actividad a solucionar, la encuentran en la pagina del colegio, siguiendo el link de trabajo en linea y abriendo tareas propuestas.</p><p><a href="/web/uploads/561/cd1284c0e7-sinapsis-ii-8.pdf">cd1284c0e7-sinapsis-ii-8.pdf</a><br></p><p><a href="/web/uploads/561/3624bd135e-sinapsis-ii8.pdf">3624bd135e-sinapsis-ii8.pdf</a><br></p><p><a href="/web/uploads/561/50015b3478-sinapsis-ii-8-2.pdf">50015b3478-sinapsis-ii-8-2.pdf</a><br></p><p><a href="/web/uploads/561/b4e5204151-sinapsis-ii-8-3.pdf">b4e5204151-sinapsis-ii-8-3.pdf</a><br></p><p><img src="https://encrypted-tbn0.gstatic.com/images?q=tbn%3AANd9GcTm4vmwndb_daLfwinzcfgieOcfsXXkkfxCOiz5jVTqDCL6G927&usqp=CAU" alt="Cumbre América Latina, el Caribe y la Unión Europea - Wikipedia ..."></p>
Evidencia
Evaluación
<p>la participación en clase y en el foro el estudiante pone en practica lo aprendido, transfiriendo el conocimiento adquirido,llevándolo a la practica diaria. además se le tendrá en cuenta todo el proceso realizado en la solución de las actividades.</p><p><img src="https://encrypted-tbn0.gstatic.com/images?q=tbn%3AANd9GcRO3DALEBFgZRB3eRSFNDPZLVp_8UAwWBogB531RZlmo6V71QVZ&usqp=CAU" alt="Cómo se calcula la pobreza en Europa y en América Latina - Infobae"></p>
Bibliografía
<p><br></p><p><a href="https://headbng.com/cultura/paises-normales-diferencias-culturales-america-europa/">https://headbng.com/cultura/paises-normales-diferencias-culturales-america-europa/</a><span class="redactor-invisible-space"><br></span></p><p><span class="redactor-invisible-space"></span></p><p><img src="https://encrypted-tbn0.gstatic.com/images?q=tbn%3AANd9GcRdIH9Vz-sshxzLB1CF3K2z5yZAbvB-ky_naSnRcsLnvY1lyy25&usqp=CAU" alt="La soledad de América Latina | 100ads"></p>
Foro
<p>La participación en el foro hace parte de la calificación, con anticipación se le invitara a la reunión donde se aclararan dudas, se profundizara sobre el tema y pondremos en practica lo aprendido.</p><p><img src="https://encrypted-tbn0.gstatic.com/images?q=tbn%3AANd9GcToAeRIbUwNdag6NxEdPcbrjgvhhOV5voXBFV6C7-pAXwrdcjET&usqp=CAU" alt="Ciudades de América Latina con matices europeos"></p>
calificable?
Activo
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