Toggle navigation
Login
Inicio
Home
Secuencias Didacticas
2679
Actualizar
Actualizar Secuencia Didactica: 2679
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 style="text-align: justify;">Que los estudiantes, a través de la lectura y observación de vídeos, conozcan qué es una reseña crítica, cuál es su estructura y cómo realizarla.<o:p></o:p></p>
Motivación
<p>En esta clase aprenderás acerca de la reseña crítica, qué es, cuál es su estructura y cómo hacer una reseña.</p><p>Antes de continuar, te recuerdo que debes explorar todas las secciones de la clase: Motivación, Explicación, Ejercicios, Evaluación ya que vas a necesitar estos aprendizajes para realizar las diferentes actividades.</p><p><a href="https://www.youtube.com/watch?v=pJPm2CGTPgc">https://www.youtube.com/watch?v=pJPm2CGTPgc</a></p>
Explicación
<p>1.Da clic en el siguiente enlace. Escucha con atención la explicación sobre la reseña crítica.</p><p><a href="https://www.youtube.com/watch?v=8kDZXVR6cqg">https://www.youtube.com/watch?v=8kDZXVR6cqg</a></p><p>2. Complementa la información dada en el vídeo:</p><p>Una reseña crítica, a diferencia de un resumen, debe presentar el punto de vista de su autor, además de su estilo personal.</p><p>La reseña crítica es un tipo de texto argumentativo, que describe, comenta y evalúa una obra recién publicada que puede tener interés para el público lector. Las reseñas aparecen en periódicos y revistas.</p><p>ESTRUCTURA DE LA RESEÑA CRÍTICA</p><ul><li><b>Introducción:</b> se presenta el escrito que se está reseñando.</li> <li><b>Resumen:</b> se exponen las ideas principales del escrito.</li> <li><b>Comentario crítico:</b> se da a conocer <b>“la valoración”</b> de la obra tratada.</li></ul><p><b>¿Cómo realizar una buena reseña?</b></p><p>1. Escoge una obra y una temática que te motive.</p><p>2. Observa detenidamente cómo está estructurada la obra.</p><p>3. Determina qué elementos son clave en la obra.</p><p>4. Investiga sobre su autor o autora.</p><p>5. Investiga qué estrategias ha utilizado el autor o autora para realizar su obra.</p><p>6. Visualiza (o lee, escucha…) la obra de forma detenida.</p><p>7. Apunta los datos más relevantes de la misma, así como ideas que te puedan</p><p>surgir. </p><p>8. Organiza tus apuntes.</p><p>9. Elabora un breve guion sobre los puntos que quieres tratar en tu reseña.</p><p> 10. Empieza a redactar el borrador.</p><p> 11.Utiliza un lenguaje correcto y unos argumentos bien fundamentados.</p><p> 12. Corrige la reseña y revísala detenidamente.</p><p> 13. Realiza los cambios que consideres necesarios, no tengas prisa.</p><p>¡Ya puedes presentar tu reseña!</p>
Ejercicios
<p>INTERPRETA</p><p>1. Enumera en orden lógico las partes de una reseña.</p><p>[ ] Datos que identifican la obra reseñada.</p><p>[ ] Comentario crítico argumentado de la obra.</p><p>[ ] Resumen expositivo del texto reseñado.</p><p>[ ] Conclusión argumentada de los puntos centrales.</p><p>ARGUMENTA</p><p>1. Lee las siguientes afirmaciones acerca de la reseña y escribe si es cierto o no explicando por qué.</p><p>a. Una reseña es una evaluación o crítica constructiva, que puede ser positiva o negativa.</p><p>b. En su contenido, la reseña debe reflejar la interpretación y evaluación crítica de quien la realiza, pero evitar sesgos de carácter personal.</p><p>c. La persona que lee una reseña sobre una película se informa sobre su argumento y acude a la sala de cine sabiendo de qué se trata.</p><p>d. La intención de la reseña literaria es aproximarse a un texto de manera integral.</p>
Evidencia
Evaluación
<p>1. Consulta en tu libro: Vamos a aprender lenguaje 6 en la página 120 un modelo de reseña critica: Ternura de robot.</p><p>2. Escoge una película, un cuento, un concierto o un vídeo juego. Después, completa la tabla:</p><p><img src="data:image/png;base64,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" alt=""></p><p>Ya has conocido las diferentes partes de una reseña y cómo escribirla. Ahora escribe tu reseña. Recuerda que no la debes copiar de Internet<br></p><p><br></p>
Bibliografía
<p>Vamos a aprender lenguaje 6 M.E.N</p><p><a href="https://psicologiaymente.com/cultura/partes-de-una-resena">https://psicologiaymente.com/cultura/partes-de-una-resena</a></p><p>Videos de YouTube</p>
Foro
calificable?
Activo
Actualizar