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Propósito
<p><img src="http://sinapsis.club/web/uploads/9149/caec5a8c53-proposito-argumentacion-matriz2-jpg.jpg"></p>
Motivación
<p><b>Reconociendo la argumentación.</b></p><p>Para profundizar, lee el siguiente contenido del <b>lenguaje en la argumentación</b>. Ingresa al siguiente link: <a href="https://padlet.com/pavalerom/Ellenguajeenlaargumentacion">https://padlet.com/pavalerom/Ellenguajeenlaargumentacion</a></p><p><b>2.1</b> Lee el siguiente texto y responde las preguntas que lo preceden:</p><p><img src="http://sinapsis.club/web/uploads/9149/2b6d9849ef-ejercicios-02.jpg"></p><p><b>A. </b>¿Qué tipo de lenguaje utiliza el autor: formal, especializado, cotidiano o vulgar?</p><p><b>B. </b>¿Presenta un tono objetivo o, por el contrario, subjetivo? Razona tu respuesta.</p><p><b>C. </b>¿Qué argumentos utiliza el autor para defender su tesis? ¿emplea ejemplos o referencias?</p><p><b>D. </b>¿En qué tiempo están las formas verbales? ¿por qué se emplean estas y no otras?</p><p><b>E. </b>Analiza el uso de los tipos de oraciones. Aporta ejemplos extraídos del texto.</p><p><b>F. </b>Identifica algún marcador discursivo empleado en el texto y di de qué tipo es.</p>
Explicación
<p><b>Paso 1</b>. Explicación de procesos y resultados esperados:</p><p><b>Paso 1.</b> Explicación de procesos y resultados esperados.</p><p><b>Estándar:</b> Producción de textos argumentativos que evidencia el conocimiento de la lengua y el control sobre su uso en contextos comunicativos, orales y escritos.</p><p><b>DBA: N° 5: </b>Comprende que los argumentos de sus interlocutores, involucran procesos de comprensión, críticos y proposición.</p><p>En síntesis, en este trabajo vamos a:</p><ul><li>Determinar la utilidad de los textos argumentativos y su caracterización.</li></ul><p>Identificar personajes quienes, por medio de argumentos o pruebas, intentas convencer al otro de sus ideas.</p><p><b>Paso 2.</b> Para conceptualizar sobre los <b>textos argumentativos</b>, ingresaremos al siguiente link: <a href="https://padlet.com/pavalerom/textosargumentativos" target="_blank">https://padlet.com/pavalerom/textosargumentativos</a></p><p><b>Paso 3.</b> Para profundizar, abordaremos el siguiente contenido del <b>lenguaje en la argumentación</b>. Ingresa al siguiente link: <a href="https://padlet.com/pavalerom/Ellenguajeenlaargumentacion" target="_blank">https://padlet.com/pavalerom/Ellenguajeenlaargumentacion</a></p>
Ejercicios
<p><b>3.</b> Compara el texto <i>“el valor de la persona”</i> y el parlamento de la caricatura.</p><p><b>Analiza.</b> ¿Ambos textos se pueden definir, como argumentativos? Justifica tu respuesta analizando los rasgos del lenguaje en cada uno.</p><p><img 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" alt=""> Manuel Ortega. El valor educativo del humor (adaptación). 2002</p><p><img src="http://sinapsis.club/web/uploads/9149/fa87ce02d5-ejercicios-2.jpg"></p>
Evidencia
Evaluación
<p>El contenido sobre la argumentación, se evaluará a la terminación del mismo.</p>
Bibliografía
<p>Vamos a aprender. Lenguaje. Guía del estudiante Pág. 148-151.</p><p>Youtube: Mafalda EL TELEVISOR<br>Youtube La Argumentación: CONCEPTO Y ESTRUCTURA.</p><p><a href="https://www.youtube.com/watch?v=QqrmAM2v4xQ">https://www.youtube.com/watch?v=QqrmAM2v4xQ</a></p><p><a href="https://www.youtube.com/watch?v=DDnmTF0DDYg">https://www.youtube.com/watch?v=DDnmTF0DDYg</a></p><p><a href="https://padlet.com/pavalerom/textosargumentativos">https://padlet.com/pavalerom/textosargumentativos</a><br><br><a href="https://padlet.com/pavalerom/Ellenguajeenlaargumentacion">https://padlet.com/pavalerom/Ellenguajeenlaargumen...</a></p>
Foro
<p>Al finalizar el abordaje del tema y al realizar cada una de las actividades propuestas, cada estudiante deberá participar de manera activa dentro del foro, en el cual deba cuestionar, refutar y / o ampliar los puntos de vista requeridos por sus compañeros. El foro tendrá como tema central la siguiente pregunta:</p><p>¿Qué debo tener en cuenta en un discurso argumentativo para convencer y no confundir?</p>
calificable?
Activo
Actualizar