Toggle navigation
Login
Inicio
Home
Secuencias Didacticas
12127
Actualizar
Actualizar Secuencia Didactica: 12127
Año
Periodo
Período 1
Período 2
Período 3
Período 4
Área
Seleccione una área
Grado
Transición
Aceleración del
Pre-Jardín
Jardín
Preescolar
Grado 1
Grado 2
Grado 3
Grado 4
Grado 5
Grado 6
Grado 7
Grado 8
Grado 9
Grado 10
Grado 11
CLEI I
CLEI II
CLEI III
CLEI IV
CLEI V
CLEI VI
Tema
Fecha de inicio
Fecha de finalización
Propósito
<p>Comprender lo que es un informe etnográfico, sus características y aplicaciones.</p>
Motivación
<p><b>Informe etnográfico</b></p><ul> <li>Observa el siguiente video acerca de las tribus humanas. </li><li>Las 10 tribus urbanas mas famosas : <a href="https://youtu.be/yArdlM-EYXY">https://youtu.be/yArdlM-EYXY</a></li><li><o:p></o:p><b>Responde</b>: De acuerdo con el video:<o:p></o:p> <b>1. </b>¿Qué es una tribu urbana? <o:p></o:p> <b>2. </b>¿Cuáles son las características principales de las tribus urbanas?<o:p></o:p> <b>3. </b>¿Cuáles son las 10 tribus de las que habla el video? Escribe las características de cada una dentro de un cuadro sinóptico<o:p></o:p> <b>4. </b>¿Cuál de todas las tribus mencionadas te llamo la atención? ¿Por qué?<o:p></o:p> <b>5. </b>¿Te sientes identificado/a con alguna tribu urbana? ¿Perteneces a una? Cuenta tu experiencia.<o:p></o:p> <o:p></o:p><b>6. </b>¿Crees que esta pieza audiovisual puede ser el resultado de un informe etnográfico realizado por un investigador?<o:p></o:p></li></ul>
Explicación
<p><b>Primero: </b>Aclaremos que significa el termino etnográfico<b></b>.</p><p>Como hacer una etnografía <span class="redactor-invisible-space">: <a href="https://youtu.be/b1SS-hl1aFQ">https://youtu.be/b1SS-hl1aFQ</a><br></span></p><p><b>Segundo </b>Explicación de lo significa el informe etnográfico a través de esta presentación en Power point<b>: </b></p><p><b></b><span class="redactor-invisible-space"><a href="/web/uploads/14032022/614/68eafc5ef2-el-informe-etnografico.pptx">68eafc5ef2-el-informe-etnografico.pptx</a><span class="redactor-invisible-space"><del></del></span><br></span></p>
Ejercicios
<p>1.Realiza un ejercicio de observación en el que describas algún comportamiento humano. Por ejemplo, la actitud de los hinchas de un equipo de futbol durante un partido o la manera como se comportan los visitantes de un museo, el cine o el centro comercial<b>.</b></p><p><b></b>2.Posterior a este ejercicio de observación escribe un breve informe de los que observaste para compartirlo en clase con tus compañeros<b>. </b>Este primer ejercicio podrá ser inicio para la realización del informe etnográfico.</p> Usa este esquema para la realización de este informe :<p><img src="data:image/png;base64,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" alt=""></p>
Evidencia
Evaluación
<p>Ahora para poner en práctica todo lo que se ha expuesto anteriormente se resolverá la guía taller que aparecerá en las tareas propuestas por la página de Sygescol. .</p><p>No olvidar poner en práctica las pautas dadas para escribir la coherencia, la cohesión y la ortografía; al igual que una buena presentación estética. <i></i></p><p>Los informes elaborados se socializarán en clase para entre todos hacer comentarios sobre ellos, observando si cumple con los pasos que se explicaron en esta secuencia didáctica<b>. </b></p>
Bibliografía
<p>Vamos a aprender Lenguaje 8 –Libro del estudiante. Ministerio de Educación Nacional. Colombia 2017<b></b></p>
Foro
<p>CINE FORO</p><p> Documental <b>LA SAL DE LA TIERRA</b> de Win Wenders y Juliano Riveiro Salgado. A través de este documental se podrá apreciar como un informe etnográfico puede conducir a la producción de una pieza audiovisual.</p>
calificable?
Activo
Actualizar