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Actualizar Secuencia Didactica: 3688
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Propósito
<p>1. SOCIALES: Que el estudiante se identifique como un ser humano único, miembro de diversas organizaciones sociales y políticas necesarias para el bienestar y el desarrollo personal y comunitario.</p><p><br></p>
Motivación
<p>SOCIALES:</p><p>ENCUENTRO 1: <a href="https://www.youtube.com/watch?v=F61r1JIDo1w" target="_blank">https://www.youtube.com/watch?v=F61r1JIDo1w</a><br></p><p>ENCUENTRO 2 :<a href="https://www.youtube.com/watch?v=M1PynlgWvIw" target="_blank">Gobierno escola</a>r.</p><p> <a href="https://www.youtube.com/watch?v=aTrOuIdGmKc" target="_blank">https://www.youtube.com/watch?v=aTrOuIdGmKc</a><br></p><p>ENCUENTRO 3 <a href="https://www.youtube.com/watch?v=sVzsqdHtQyM" target="_blank">https://www.youtube.com/watch?v=sVzsqdHtQyM</a></p><p>ENCUENTRO 4:<a href="https://www.youtube.com/watch?v=kTuqQpjJyhM&t=26s" target="_blank">https://www.youtube.com/watch?v=kTuqQpjJyhM&t=26s</a></p>
Explicación
<p>ENCUENTRO 1: ¿QUE ES LA DEMOCRACIA?</p><p><a href="https://www.youtube.com/watch?v=JdgVvd_Nzlk">https://www.youtube.com/watch?v=JdgVvd_Nzlk</a><br></p><p>Es la forma de gobierno que se ejerce en Colombia. Hay democracia por que es el pueblo el que elige sus gobernantes, por eso se dice que la soberanía reside en el pueblo. En la democracia participativa además de elegir a sus gobernantes, el pueblo esta en capacidad de participar en el gobierno mediante la elaboración de proyectos de leyes o por medio de la participación comunitaria y ciudadana.</p><p>DEMOCRACIA ESCOLAR.<span></span></p><p>¿Qué es la democracia en la escuela?</p><p><a href="https://www.youtube.com/watch?v=XAzr8tAIcz8" target="_blank">https://www.youtube.com/watch?v=XAzr8tAIcz8</a><br></p><p>Hablamos de <b>democracia escolar</b>, cuando nos referimos a las relaciones de poder en la escuela, entre los distintos estamentos y organismos del gobierno <b>escolar</b> de una institución educativa, los cuales hacen parte de ese motor social <b>que</b> se llama proceso educativo</p><p><img 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" alt="Untitled"></p><p> ENCUENTRO 2: EL GOBIERNO ESCOLAR<br></p><p><a href="https://www.youtube.com/watch?v=M1PynlgWvIw" target="_blank">https://www.youtube.com/watch?v=M1PynlgWvIw</a><br></p><p>El <b>Gobierno Escolar</b> es un espacio real que fomenta la formación y participación democrática, los estudiantes tienen la oportunidad de elegir y ser elegidos, además de representar los intereses de su comunidad, lo cual, además, les permite desarrollar su capacidad de liderazgo político en nuestra institución.</p><p><b><b>GOBIERNO ESCOLAR</b>: COMPOSICIÓN </b><br></p><ul><li>EL RECTOR. Es el representante legal de la Institución ante las autoridades educativas y el ejecutor de las decisiones del <b>Gobierno Escolar</b>.</li><li>EL CONSEJO DIRECTIVO:</li><li>CONSEJO ACADÉMICO</li><li>PERSONERO: Es el encargado de promover sus deberes y derechos. </li><li> Es elegido por los estudiantes matriculados en la Institución.</li><li> Es un estudiante matriculado en la Institución y del ultimo grado 11. </li><li>COMISARITO</li><li>PATRULLERITO AMBIENTAL</li><li>CONSEJO DE ESTUDIANTES.</li><li>CONSEJO DE PADRES DE FAMILIA.</li></ul><p>FUNCIONES DEL GOBIERNO ESCOLAR:</p><p>1. Organiza y promueve campañas surgen los objetivos de cada comité.</p><p>2.Apoya la labor del docente.</p><p>3.Participa, critica activamente en la planeación y ejecución de actividades en la comunidad educativa.</p><p>4.Participa en la solución de problemas y toma de decisiones relacionadas con la vida escolar</p><p><br></p><p><img 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" alt="Qué es el Gobierno Escolar en Colombia? | Compartir Palabra maestra"></p><p>ENCUENTRO 3: EL MANUAL DE CONVIVENCIA</p><p><a href="https://www.youtube.com/watch?v=nuo4gpH4HS8" target="_blank">https://www.youtube.com/watch?v=nuo4gpH4HS8</a><br></p><p>El <b>Manual de Convivencia contiene</b> los derechos y deberes de los diferentes miembros de la comunidad educativa, fija las normas mínimas para una sana <b>convivencia</b> y establece procedimientos pedagógicos para el manejo de las situaciones y sus respectivas consecuencias, en consonancia con el Proyecto Educativo .<br></p><p>¿QUE SON LAS NORMAS? </p><p>Son deberes o conductas que los miembros de un grupo social deben seguir .</p><p>Los deberes y derechos también son importantes para la convivencia por que ayudan a mantener el orden entre los integrantes de una organización social.</p><p>NIÑOS QUE NO RESPETAN NORMAS.</p><p><a href="https://www.youtube.com/watch?v=hH0J8cTaCLQ" target="_blank">https://www.youtube.com/watch?v=hH0J8cTaCLQ</a><br></p><p><img src="https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcTwSAbDfr5z4nz9QxyQEp-GV_Y8QWw72WzRzw&usqp=CAU" alt="INSTITUCIÓN EDUCATIVA SANTA TERESA" width="172" height="166" style="width: 172px; height: 166px;"></p><p>NORMAS DE SANA CONVIVENCIA</p><p><img src="https://i.pinimg.com/originals/38/59/ea/3859ea923b679b6ef8530adb46863b4d.jpg" alt="Pin on Normas de clase" width="362" height="258" style="width: 362px; height: 258px;"></p><p>ENCUENTRO 4: ¿ QUE SON LOS GRUPOS SOCIALES?</p><p>Los <b>grupos sociales</b> son conjuntos de personas que se juntan e interactúan debido a valores, normas, creencias y/o intereses <b>sociales</b> comunes. Desde los inicios de la humanidad han existido <b>grupos sociales</b>. <b>Para</b> formar un <b>grupo social</b> es preciso un mínimo de dos personas no teniendo un límite máximo de integrantes.</p><p><a href="https://www.youtube.com/watch?v=HKddBPxGfvw" target="_blank">https://www.youtube.com/watch?v=HKddBPxGfvw</a><br></p><p><a href="/web/uploads/12113/9724a36736-los-grupos-sociales.pptx">LOS GRUPOS SOCIAL</a>ES 1</p><p><img src="http://sinapsis.club/web/uploads/605/d29cd25157-diapositiva-grupo-sociales.jpg" width="463" height="261" style="width: 463px; height: 261px;"><br></p><p><img src="http://sinapsis.club/web/uploads/528/737eb3c874-grupo-social2.png" width="456" height="261" style="width: 456px; height: 261px;"></p><p><img src="http://sinapsis.club/web/uploads/528/b86415de2e-grupo-social4.png" width="446" height="253" style="width: 446px; height: 253px;"></p><p><br></p><p><img src="http://sinapsis.club/web/uploads/528/885157dfd7-grupo-social5.png" width="445" height="254" style="width: 445px; height: 254px;"></p><p><img src="http://sinapsis.club/web/uploads/605/27094b42b2-imagen1.png" width="419" height="371" style="width: 419px; height: 371px;"></p>
Ejercicios
<p>ENCUENTRO 1: En tu cuaderno resuelva la siguiente sopa de letras S<a href="/web/uploads/12113/38c2ccabf7-sopa-de-letras-gobierno-escolar.jpg">opa de letras gobierno escola</a>r.</p><p><img src="http://sinapsis.club/web/uploads/12113/38c2ccabf7-sopa-de-letras-gobierno-escolar.jpg" width="475" height="268" style="width: 475px; height: 268px;"></p><p>ENCUENTRO 2:</p><p><a href="http://sinapsis.club/web/uploads/12113/6e4c12e8e5-ejercicios-1-democracia.docx">EJERCICIOS DEMOCR</a>ACIA </p><p>ENCUENTRO 4</p><p><br></p><p><img src="data:image/png;base64,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" alt="" width="500" height="281" style="width: 500px; height: 281px;"></p><p><br></p><p>DIBUJA LAS IMAGENES Y COLOREA.</p><p>FAMILIA MONOPARENTALES</p><p><img src="https://lh6.ggpht.com/_S232XjrBR4E/TUOyRm0MCjI/AAAAAAAAJSU/p6RTSEu59nQ/Fu%20%2852%29.jpg?imgmax=640" alt="LA FAMILIA LAMINAS PARA PINTAR">familia Monoparental: Formada por un progenitor (madre o padre) y una hijo o varios hijos.</p><p><img src="https://st2.depositphotos.com/3827765/5651/v/950/depositphotos_56515069-stock-illustration-big-happy-family.jpg" alt="? Para colorear de familia extensa dibujos de stock, vectores gran familia | descargar en Depositphotos®">familia extensa: formada por todos aquellos familiares diferentes a los padres y hermanos del niño o de la niña o adolescentes tales como: abuelos, tíos, primos, bisabuelos y demás parientes que tienen en común un vínculo de consanguinidad.</p><p><img src="http://imagenesparapintar.net/wp-content/uploads/2011/06/pintar-familia-1.jpg" alt="La Familia – Imagenes para Pintar">familia nuclear. Familia formada por los padres y los hijos.</p><p>2.- Escriba en el árbol genealógico el nombre de los miembros de la familia y los dibujo donde corresponda.</p><p>Pero antes deber saber que es un árbol genealógico y con el siguiente video lo podrás entender:</p><p><a href="https://www.youtube.com/watch?v=n5NvUHn04lw">https://www.youtube.com/watch?v=n5NvUHn04lw</a><br></p><p><img src="https://colorearimagenes.net/wp-content/uploads/2015/11/arbolgenealogico.jpg1_.jpe" alt="Arbol genealógico – Dibujos para pintar y rellenar | Colorear imágenes"></p><p><a href="https://www.youtube.com/watch?v=LJAX-KlCXQ8">https://www.youtube.com/watch?v=LJAX-KlCXQ8</a><br></p><p>3.- Escuchar el Vídeo: cuento Distintos tipos de familia. Responder las siguientes preguntas</p><p>a. ¿Quiénes aparecen en el cuento?</p><p>b. Escriba los nombres de los personajes.:</p><p>c. ¿En qué lugares se desarrolla el cuento?</p><p>¿Cuál es la familia conformada por la mamá y los mellizos?</p><p>e. ¿Cómo se llama la mamá de la familia Chávez?</p><p>F. ¿Cómo está conformada la familia Pérez?</p><p>g. ¿Todas las familias son iguales?</p><p>h. ¿Qué familia de parece a su familia?</p><p>i. ¿Cómo es tu familia? i.</p><p>j. ¿Qué lugar ocupas en tu familia? j.</p><p>k. ¿Qué valores se imparten en tu familia?<br></p>
Evidencia
Evaluación
<p><a href="/web/uploads/12113/316b6392a6-evaluacion-sociales-gobierno-escolar.docx">EVALUACION DE SOCIALES EL GOBIERNO ESCOLAR</a> </p><p><img src="http://sinapsis.club/web/uploads/528/595abea1d5-evaluacion-sociales1.png" width="361" height="566" style="width: 361px; height: 566px;"></p><p><a href="/web/uploads/12113/c0ce4c74e2-taller-de-sociales-1.pdf">TALLER SOCIALES 1</a><br></p><p><img src="http://sinapsis.club/web/uploads/528/900cc98bcb-evaluacion-sociales2.png"></p><p><img src="http://sinapsis.club/web/uploads/528/65a175c874-evaluacion-sociales3.png"></p>
Bibliografía
<p><a href="https://www.youtube.com/watch?v=F61r1JIDo1w" target="_blank">https://www.youtube.com/watch?v=F61r1JIDo1w</a></p><p><a href="https://www.youtube.com/watch?v=aTrOuIdGmKc" target="_blank">https://www.youtube.com/watch?v=aTrOuIdGmKc</a></p><p><a href="https://www.youtube.com/watch?v=aTrOuIdGmKc" target="_blank"></a>:<a href="https://www.youtube.com/watch?v=OXEmNFOhgkw" target="_blank">https://www.youtube.com/watch?v=OXEmNFOhgkw</a></p><p><a href="https://www.youtube.com/watch?v=OXEmNFOhgkw" target="_blank"></a><a href="https://www.youtube.com/watch?v=JdgVvd_Nzlk">https://www.youtube.com/watch?v=JdgVvd_Nzlk</a></p><p><a href="https://www.youtube.com/watch?v=JdgVvd_Nzlk"></a><span class="redactor-invisible-space"><a href="https://www.youtube.com/watch?v=XAzr8tAIcz8" target="_blank">https://www.youtube.com/watch?v=XAzr8tAIcz8</a><span class="redactor-invisible-space"></span></span><br></p><p><a href="https://www.youtube.com/watch?v=nuo4gpH4HS8" target="_blank">https://www.youtube.com/watch?v=nuo4gpH4HS8</a><br></p>
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