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" alt=""></p><p>Analizar los cambio políticos, económicos , culturales hacia finales del siglo XX y su impacto social del crecimiento económico desigual que se da en las diferentes regiones y en la vida de los grupos humanos. </p>
Motivación
<p>A partir de la reproducción del audio se busca sensibilizar a los estudiantes sobre la importancia que el saber que como jóvenes tenemos mucho que, por aportar para una mejor convivencia basada en el respeto, tolerancia y la inclusión <o:p></o:p></p><ul><li>1.Actividad lúdica: En el presente LINK Blog educativo de sociales Versalles encuentra en entretenimiento link para las noticias <a href="http://blogeducativosocialesversalles.blogspot.com/">http://Blogeducativosocialesversalles.blogspot.com</a></li><li>ACTIVIDAD LUDICA <a href="https://es.educaplay.com/recursos-educativos/8674447-economia_colombiana.html">https://es.educaplay.com/recursos-educativos/86744..</a> PRODUCTOS AGRÍCOLAS DE MAYOR PRODUCCIÓN EN COLOMBIA. <o:p></o:p></li><li></li></ul><p><b></b></p>
Explicación
<p>A partir de la proyección de una serie de diapositivas y material de apoyo se implementarán talleres, guías, lecturas complementarias y demás recursos didácticos que permitirán la total comprensión de los diferentes ejes temáticos.<o:p></o:p></p><p><a href="/web/uploads/04102021/612/c6f8c1fb17-desarrollo-rural-en-colombia-material-de-apoyo.pdf">MATERIAL DE APOYO PREGUNTA 4 GUIA TALLER </a><br></p><p><a href="/web/uploads/04102021/612/8c94372193-material-de-apoyo-narcotrafico-en-colombia-origen-consolidacion-y-actualidad-4.docx">MATERIAL DE APOYO GUIA TALLER </a><br></p><p><br></p>
Ejercicios
<p>El siguiente archivo contiene una guía -taller, videos y lecturas complementarias, recursos didácticos que le permitirán afianzar los conocimientos. proporcionados en el aula de clase</p><p><br></p><p><a href="/web/uploads/04102021/612/11f8ddc5f0-clase-maestra-dba-8-noveno-id-9435.docx">GUIA -TALLER -CLASE MAESTRA </a> <b>INTERACION SER HUMANO - ESPACIO GEOGRAFICO COMO ELEMENTO CONSTITUYENTE DE LA IDENTIDAD EN COLOMBIA.</b><br></p><p><br></p>
Evidencia
Evaluación
<p><a href="http://sinapsis.club/web/uploads/04102021/612/71255c2049-trabajo-de-aula-o1-cpmpetencia-social-9-clase-maestra.pdf">TRABAJO DE AULA 01 LASE MAESTRA</a> Competencia Social</p><p><a href="http://sinapsis.club/web/uploads/04102021/612/b27b698a54-trabajo-de-aula-o2-cpmpetencia-social-9-clase-maestra-comprimido.pdf">TRABAJO DE AULA 02 CLASE MAESTRA </a>Competencia Social</p><p><a href="http://sinapsis.club/web/uploads/04102021/612/11da732ebc-trabajo-de-aula-o3-competencia-pensamiento-social-9-clase-maestra.pdf">TRABAJO DE AULA 03 CLASE MAESTRA</a> Competencia Social <br></p><p><a href="http://sinapsis.club/web/uploads/04102021/612/506b3155e4-trabajo-de-aula-o4-competencia-analisis-de-perpectivas-9-clase-maestra-comprimido.pdf">TRABAJO DE AULA 04 CLASE MAESTRA</a> Analisis de Perpectivas </p>
Bibliografía
Foro
<p>Por este medio vamos a resolver todas las dudas que tengan en la medida del avance de los temas procurando que ellos adquieran la capacidad de sustentar sus propias hipótesis e ideas.</p>Explica mediante un esquema la política pública de tierras y reforma agraria- análisis de políticas públicas.<p><br></p><p>Construye 5 preguntas generadoras para el debate sobre la temática política pública de tierras y reforma agraria-</p> <a href="https://www.youtube.com/watch?v=KI9cy0n8UJc"><iframe width="500" height="281" src="//www.youtube.com/embed/KI9cy0n8UJc" frameborder="0" allowfullscreen=""></iframe></a>
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