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<p>Conocer y comprender los problemas que presenta la economía a nivel mundial. Porque aparecen, con cuanta regularidad aparecen, como es su ciclo, y como se han superado.</p><p><img src="data:image/jpeg;base64,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" alt="PROBLEMAS ECONÓMICOS FUNDAMENTALES DE TODA LA SOCIEDAD by max ..."></p>
Motivación
<p>En el momento que aprecio la pandemia del covid 19 se da inicio a la crisis del capitalismo, presentándose los problemas económicos que estudiaremos.</p><p>Analice el siguiente vídeo.</p><p><a href="https://youtu.be/n_265AXqM60">https://youtu.be/n_265AXqM60</a><br></p><p><img src="data:image/jpeg;base64,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" alt="Problemas familiares y economía doméstica | Economía Simple"></p><p><br></p>
Explicación
<p>El problema económico se presenta cuando no se pueden satisfacer las necesidades básicas de la sociedad, ya que estas son escasas.</p><p>Veamos la siguiente explicación</p><p><a href="/web/uploads/561/d39103d138-problemas-de-la-economia.pdf">d39103d138-problemas-de-la-economia.pdf</a><br></p><p><img src="https://encrypted-tbn0.gstatic.com/images?q=tbn%3AANd9GcSjb4d6zBwPDdj-OfoLCGg_l_Idpcyxv5P0Wg&usqp=CAU" alt="Los problemas de la economía de mundial"></p>
Ejercicios
<p>La actividad a resolver la encontrara en la pagina del colegio, ingresando al link trabajos en linea y marcando tareas propuestas.</p><p><img src="https://encrypted-tbn0.gstatic.com/images?q=tbn%3AANd9GcTgptYA-pYLPM0j5-wqg8qQiB7TQKrGMkkkGQ&usqp=CAU" alt="el pensador popular: LA ECONOMIA MIXTA, SUS LIMITACIONES Y SUS ..."></p>
Evidencia
Evaluación
<p>En La participación en la clase y en el foro, el estudiante pone en practica lo aprendido, transfiriendo el conocimiento adquirido, llevándolo a la practica diaria. También se le tendrá en cuenta todo el proceso realizado en la solución de de las actividades propuestas.</p><p><img src="https://encrypted-tbn0.gstatic.com/images?q=tbn%3AANd9GcT3RJ5fqFX-ruC12o1fnKFsrMa_Jp1frghWwA&usqp=CAU" alt="Problemas de la Economía Storyboard par bdmc5"></p>
Bibliografía
<p><a href="https://www.elespectador.com/opinion/problemas-de-la-economia-mundial-columna-887737/">https://www.elespectador.com/opinion/problemas-de-la-economia-mundial-columna-887737/</a></p><p><a href="https://es.slideshare.net/isaaclopez36/problemas-basicos-de-la-economia-69747779">https://es.slideshare.net/isaaclopez36/problemas-basicos-de-la-economia-69747779</a><span class="redactor-invisible-space"><br></span></p><p><span class="redactor-invisible-space"><a href="https://aprendeconomia.com/2009/10/25/1-los-problemas-economicos-basicos/">https://aprendeconomia.com/2009/10/25/1-los-problemas-economicos-basicos/</a><span class="redactor-invisible-space"><br></span></span></p><p><span class="redactor-invisible-space"><span class="redactor-invisible-space"></span></span></p><p><img src="https://encrypted-tbn0.gstatic.com/images?q=tbn%3AANd9GcQjpSQooJA03kxHoTnuwR11sort0jUg4ZnWhA&usqp=CAU" alt="Grandes problemas de la economía"></p>
Foro
<p>La participación en el foro hace parte de la evaluación, con anticipación se le ara la invitación 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%3AANd9GcShX1S_Y7j-FmDL9Wtcnzm6M_5mmZAUh4i_IQ&usqp=CAU" alt="5 problemas mundiales de la sociedad"></p>
calificable?
Activo
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