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Propósito
<p>Resaltar y fortalecer en los estudiantes la importancia de ejercer la democracia para lograr la sana convivencia en una comunidad.</p><p><o:p></o:p></p><p><br></p>
Motivación
<p>Ingresa y observa el siguiente vídeo y toma apuntes de las ideas principales.</p><p><a href="https://www.participacionbogota.gov.co/la-democracia-se-construye-diariamente-desde-la-participacion-ciudadana">https://www.participacionbogota.gov.co/la-democrac</a><span></span></p><p><span class="redactor-invisible-space"><br></span></p>
Explicación
<p>La participación y el gobierno escolar</p><p><img src="data:image/png;base64,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
Ejercicios
<p>Actividades en clase</p><p>1. De acuerdo a las formas de participación vistas en esta clase escribe un ejemplo de cada una.</p><p>2.Consulta en la Constitución Política de Colombia cual es el Titulo y artículo donde se contempla la participación en Colombia y cópialo.</p><p>3. Consulta un Manual de convivencia, busca la parte donde se mencione sobre el gobierno escolar léelo atentamente y elige y menciona tres aspectos que más facilitan la participación de los estudiantes en las decisiones de la institución.</p><p>4.Según las funciones del personero descritas en esta clase escribe cuáles tiene relación con las propuestas que están socializando en la campaña los candidatos y explica.</p><p><br></p><p>Actividades en casa</p><p>1.Consulta el decreto 1860 de 1994 y plasma su contenido en un mapa conceptual.</p><p>2. Consulta los mecanismos de participación ciudadana que existen en Colombia y organízalos para que los exponga. la exposición sólo debe durar dos minjtos y contener imágenes y ejemplos. </p><p><br></p>
Evidencia
Evaluación
<p>Se tendrá en cuenta la realización de las actividades en casa y en clase como de la participación en clase y el voto para la elección de representantes de los estudiantes</p><p><br></p>
Bibliografía
<p><a href="https://yolandaprofecienciassociales.wordpress.com/la-participacion-escolar/#:~:text=En%20el%20Colegio%20la%20participaci%C3%B3n%20democr%C3%A1tica%20seda%20mediante%20el%20gobierno%20escolar.&text=Es%20una%20forma%20de%20organizaci%C3%B3n,por%20medio%20de%20sus%20representantes">https://yolandaprofecienciassociales.wordpress.com/la-participacion-escolar/#:~:text=En%20el%20Colegio%20la%20participaci%C3%B3n%20democr%C3%A1tica%20seda%20mediante%20el%20gobierno%20escolar.&text=Es%20una%20forma%20de%20organizaci%C3%B3n,por%20medio%20de%20sus%20representantes</a>.<o:p></o:p></p><p>https://yolandaprofecienciassociales.wordpress.com/la-participacion-escolar/#:~:text=En%20el%20Colegio%20la%20participaci%C3%B3n%20democr%C3%A1tica%20seda%20mediante%20el%20gobierno%20escolar.&text=Es%20una%20forma%20de%20organizaci%C3%B3n,por%20medio%20de%20sus%20representantes.</p><p><span class="redactor-invisible-space"><a href="https://universoup.es/10/explorandoelhorizonte/que-hemos-aprendido-sobre-la-participacion-democratica-en-los-centros-escolares/">https://universoup.es/10/explorandoelhorizonte/que...</a></span><br> <br> </p><p><span class="redactor-invisible-space"><a href="https://www.corteconstitucional.gov.co/inicio/Constitucion%20politica%20de%20Colombia.pdf">https://www.corteconstitucional.gov.co/inicio/Cons...</a></span><br> <br> </p><p><span class="redactor-invisible-space">http://educacionmasconocimiento.blogspot.com/2013/04/tutoria-iii-decreto-1860.html#:~:text=Con%20el%20decreto%201860%20se,la%20ley%20115%20de%201994.&text=Su%20interpretaci%C3%B3n%20debe%20favorecer%20la,de%20formaci%C3%B3n%20de%20los%20educandos.<br> <br> </span></p><p> <a href="https://moe.org.co/elecciones-de-gobierno-escolar-capacitacion-para-docentes-y-directivos/">https://moe.org.co/elecciones-de-gobierno-escolar-capacitacion-para-docentes-y-directivos/</a><br></p>
Foro
calificable?
Activo
Actualizar