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<p>Conocer y comprender los problemas que presenta la economía a nivel mundial, por que aparecen, con cuanta regularidad aparecen, como es su ciclo, y como sean superado. </p><p><br></p><p><img src="data:image/jpeg;base64,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" alt="EMANCIPACIÓN: SERIOS PROBLEMAS AFRONTA LA ECONOMÍA COLOMBIANA"></p>
Motivación
<p>En el momento en que apareció la pandemia del covid 19 se da inicio a la crisis del capitalismo, presentándose los problemas económicos que estudiaremos.</p><p>Veamos este vídeo.</p><p><a href="https://youtu.be/n_265AXqM60">https://youtu.be/n_265AXqM60</a><br></p><p><br></p><p><img src="data:image/jpeg;base64,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" alt="La otra guerra de la economía colombiana"></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/ad1d70d991-problemas-de-la-economia.pdf">ad1d70d991-problemas-de-la-economia.pdf</a><br></p><p><img src="https://encrypted-tbn0.gstatic.com/images?q=tbn%3AANd9GcTqzwzcAZzFuJPvUFwVH9eJSsk9vq4LilJMCiOmA8TG_wTquyEG&usqp=CAU" alt="Economía: Las recetas de los partidos para los cinco problemas ..."></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>Gracias.</p><p><img 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" alt="Definición de Crisis económica » Concepto en Definición ABC"></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. también se le tendrá en cuenta todo el proceso realizado en la solución de las actividades propuestas.</p><p><img src="https://encrypted-tbn0.gstatic.com/images?q=tbn%3AANd9GcQpvQ1eUFiKgIN-phiuSfZTE95Em46R3P0RMRrTVPzI2PbXo8Oo&usqp=CAU" alt="QUE HACER - ¿Nos dirigimos hacia otra crisis económica?"></p>
Bibliografía
<p><a href="https://www.eltiempo.com/archivo/documento/MAM-436538">https://www.eltiempo.com/archivo/documento/MAM-436538</a></p><p><a href="https://www.eitb.eus/es/noticias/economia/crisis-economica/">https://www.eitb.eus/es/noticias/economia/crisis-economica/</a><span class="redactor-invisible-space"><br></span></p><p><span class="redactor-invisible-space"><a href="https://www.bbva.com/es/que-es-un-ciclo-economico/">https://www.bbva.com/es/que-es-un-ciclo-economico/</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="data:image/jpeg;base64,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" alt="Ciclo económico, fases y duración. – Valle Tutor"></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%3AANd9GcT3KRt70UdRQbZbrngOFMlVMCajTwLgsPSPlGHXyAD5DZ_9w1QH&usqp=CAU" alt="Ciclos Económicos - YouTube"></p>
calificable?
Activo
Actualizar