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Propósito
<p>En esta clase aprenderá a caracterizar y diferenciar los modelos económicos predominantes en el mundo, el capitalismo y el socialismo, y a reconocer que modelo predomina en Colombia, como funciona, que ha pasado con este modelo durante la pandemia actual</p><p><img src="https://i.ytimg.com/vi/vSsJQ1UsIpE/maxresdefault.jpg" alt="Capitalismo o socialismo? - YouTube" style="" rel=""></p>
Motivación
<p>Identificamos el modelo económico en Colombia, como el capitalismo, vemos como se esta comportando la economía en nuestro país frente a la crisis del Covid 19. Que esta pasando con los trabajadores, los empresarios y como actúa un gobierno capitalista frente a la crisis. </p><p><a href="https://youtu.be/vSsJQ1UsIpE">https://youtu.be/vSsJQ1UsIpE</a><br></p><p><img src="https://i.ytimg.com/vi/OlHoLJIQhQQ/maxresdefault.jpg" alt="Eres socialista o liberal?, en 2 minutos - YouTube"></p>
Explicación
<p>Mediante el siguiente enlace podrás ver la explicación didáctica del tema mediante diapositivas, preste mucha atención.</p><p><a href="/web/uploads/561/665cf7ebe2-economia-capitalista.pptx">665cf7ebe2-economia-capitalista.pptx</a><br></p><p><img src="data:image/jpeg;base64,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" alt="Capitalismo vs. Socialismo: Un debate reformado - Democracy at ..."></p>
Ejercicios
<p>Leer atentamente y resolver los siguientes ejercicios</p><p><a href="http://sinapsis.club/web/uploads/561/1328615d0f-capitalismo-8-10.docx">1328615d0f-capitalismo-8-10.docx</a><br></p><p><img 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" alt="Capitalismo vs. socialismo (a través de la historia) | Revista CAOS"></p><p><br></p><p><br></p>
Evidencia
Evaluación
<p>Estará en la capacidad de trasferir lo aprendido frente a la problemática que vive actualmente el capitalismo a nivel l mundial</p><p><img 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" alt="Capitalismo vs socialismo 05 3-2011"></p>
Bibliografía
<p>pagina web, <a href="https://www.diferenciador.com/capitalismo-y-socialismo/">https://www.diferenciador.com/capitalismo-y-socialismo/</a> <a href="https://www.diferenciador.com/capitalismo-y-socialismo/">https://www.diferenciador.com/capitalismo-y-socialismo/</a></p><p><img src="data:image/jpeg;base64,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" alt="Diferencias entre Capitalismo y Socialismo - YouTube"></p>
Foro
<p>vamos a compartir a través de una reunión virtual con la plataforma Zom, donde presentaran in quietudes, dudas sobre el tema, ademas participación sobre lo aprendido por cada uno de ustedes</p><p><img src="data:image/jpeg;base64,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" alt="iF Revista Digital Capitalismo vs Socialismo, ¿Cuál va ganando ..."></p>
calificable?
Activo
Actualizar