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Propósito
<p>Comprender los procesos de Colonización e imperialismo del siglo XIX y la explotación de un país sobre otro.</p>
Motivación
<p><iframe width="500" height="281" src="//www.youtube.com/embed/QGxudlzdy0Y" frameborder="0" allowfullscreen=""></iframe></p>
Explicación
<p>EL IMPERIALISMO</p><p>El imperialismo es la dominación de un país sobre otro en lo político, económico y cultural. En el siglo XIX, los europeos alegando motivos de supervivencia (prestigio político, lugares estratégicos, solución a problemas de sobrepoblación), conquistaron territorios en ultramar como fuentes de materias primas y mercados para productos industriales. El imperialismo coincidió con la Revolución Industrial en Europa, las revoluciones burguesas y la formación de Estados Nacionales fuertes. Primero España y Portugal conquistaron territorios; luego, Inglaterra dominó Suráfrica, India y el Sureste Asiático; Francia conquistó Argelia e Indochina; todos los imperialistas se tomaron China y desmembraron el Imperio Otomano; Estados Unidos se tomó a Latinoamérica. Finalmente, en Berlín y con mapa en mano, se repartieron arbitrariamente a África. </p><p>El imperialismo llevó al conocimiento de todo el planeta: en 40 años las potencias se repartieron el mundo entero. </p><p>El imperialismo tuvo muchas causas, algunas muy cuestionables: </p><p>• Económicas: los imperialistas necesitaban nuevas fuentes de materia prima y recursos naturales (caucho y petróleo) y un mercado de compradores. Si paraba el flujo de capital, el capitalismo fracasaría. Las empresas industriales, las grandes casas comerciantes y la banca se confabularon con los gobiernos y formaron un monopolio para imponer el imperialismo. </p><p>• Políticas: las potencias imperialistas no podían permitir que los rivales se fortalecieran conquistando tierras que fueran bases para sus buques. Había que frenar a quien quisiera más de la cuenta. El sentimiento nacionalista también influyó. </p><p>• Humanitarias: algunos hombres blancos se sentían superiores a los demás y argumentaban que tenían que defenderlos. Otros sí querían compartir su concepto del progreso: medicina científica, la religión cristiana y la aplicación de la ley europea en lugar de las costumbres tribales. Las potencias se repartieron el mundo entero en un término de 40 años. En proceso fue simple: primero, enviaban a los exploradores, los misioneros, los soldados y los comerciantes. Después, el gobierno tomaba posesión del sitio. </p><p>Esto fue fácil por varios motivos: </p><p>• Las ventajas de los occidentales: tenían gobiernos fuertes, fuerzas militares poderosas, economías boyantes, superioridad en tecnología militar. Los pueblos de otros continentes tenían que agachar la cabeza y someterse a los nuevos amos del mundo. </p><p>• La debilidad de viejos imperios como el chino, el indio y el otomano; y los africanos estaban debilitados por el tráfico de esclavos. </p><p>• La poca resistencia de los pueblos conquistados; gracias al nacionalismo, poco a poco descubrirían como repeler los ataques sin tregua de los “blancos”. </p><p> No todos los intelectuales en los países occidentales aceptaron ese listado de “justificaciones”: ¿predicaban la democracia, pero pisoteaban a los demás?<br></p><p><img 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" alt=""></p>
Ejercicios
<p><b>ACTIVIDAD</b></p> <ul><li><b>1.</b>Consultar términos desconocidos.</li> <li><b>2.</b>¿Qué se entiende por imperialismo?</li> <li><b>3.</b>¿Por qué el imperialismo fue una causa de la primera Guerra Mundial?</li> <li><b>4.</b>¿Cuáles fueron las causas del imperialismo?</li> <li><b>5.</b>¿En qué bloques se organizaron las potencias europeas que se enfrentaron en la Primera Guerra Mundial y cómo estaba conformado cada bloque o grupo? </li> <li><b>6.</b> Realice un mapa conceptual del imperialismo (causas, consecuencias, características).</li></ul><p>ADJUNTO DOCUMENTO COMPLETO <a href="/web/uploads/9302/0b3bfc16bc-guia-imperialismo.docx">0b3bfc16bc-guia-imperialismo.docx</a><span class="redactor-invisible-space"></span><br></p>
Evidencia
Evaluación
<p>Participación activa en clase y entrega completa y ordenada de las actividades propuestas.</p>
Bibliografía
<p>COLOMBIA APRENDE</p>
Foro
calificable?
Activo
Actualizar