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Secuencias Didacticas
1891
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Actualizar Secuencia Didactica: 1891
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Propósito
<p>Promover la identificación de adjetivos en textos. Comprender su funcionalidad para favorecer la utilización de los mismos y enriquecer textos orales como escritos.<o:p></o:p></p>
Motivación
<p><a href="https://youtu.be/tVRRj5cLtUM"><b><iframe width="500" height="281" src="//www.youtube.com/embed/tVRRj5cLtUM" frameborder="0" allowfullscreen=""></iframe></b></a><b><o:p></o:p></b></p>
Explicación
<p>El <b>adjetivo</b> es una parte de la oración o clase de palabra que complementa un sustantivo para calificarlo; expresa características o propiedades atribuidas a un sustantivo, ya sean concretas (perceptible por los sentidos, como en el libro grande) o abstractas.</p><p>Los <b>grados del adjetivo</b> expresan la intensidad con la que se dan las cualidades de los objetos o de las personas. En español existen tres <b>grados</b>: el positivo, el comparativo y el superlativo, que a su vez distingue entre el superlativo absoluto y el superlativo relativo.</p><p><a href="https://youtu.be/xTyIdCAB7A4"><b><iframe width="500" height="281" src="//www.youtube.com/embed/xTyIdCAB7A4" frameborder="0" allowfullscreen=""></iframe></b></a><b></b></p><p><b></b></p><p><b></b></p><p><b></b></p><p><b></b></p><p><b></b></p><p><b>EL TEXTO DESCRIPTIVO</b></p><p>El texto descriptivo es un escrito que describe algo, es decirque otorga información para que la gente pueda representarlo en su mente. Son las palabras que describen, las características de un sustantivo. Los adjetivos responden a la pregunta ¿cómo es? ¿cómo está?</p><p><a href="https://youtu.be/xsHOIgefFfg">https://youtu.be/xsHOIgefFfg</a></p><p><a href="https://youtu.be/yusyqsKHCh4">https://youtu.be/yusyqsKHCh4</a></p><p>ORTOGRAFIA DE LA C, S y Z</p><p>En nuestro idioma el uso correcto en la escritura de palabras que contengan las letras Z-C-S son importantes para los escritos, aunque, fonéticamente no las diferenciamos, pero sí se deben seguir unas reglas ortográficas para su escritura como lo contempla la real academia de la lengua.</p><p><a href="https://youtu.be/F-AX_SW1_5E"><b><iframe width="500" height="281" src="//www.youtube.com/embed/F-AX_SW1_5E" frameborder="0" allowfullscreen=""></iframe></b></a><b>video 1</b></p><p><b></b></p><p><a href="https://youtu.be/7NkkV8rAZyU"><b><iframe width="500" height="281" src="//www.youtube.com/embed/7NkkV8rAZyU" frameborder="0" allowfullscreen=""></iframe></b></a><b> video 2</b></p><p><b></b></p>
Ejercicios
<p>De los conceptos ya consultados por ustedes sobre el adjetivo, complementarlos con la secuencia didáctica propuesta. Todo en el cuaderno de castellano al igual que los temas del texto descriptivo y ortografía de la C, S, y Z, todo debidamente ordenado, teniendo en cuenta la ortografía y letra.</p>
Evidencia
Evaluación
<ul><li>1.Escribe un adjetivo que concuerda en género y número con el sustantivo:</li> <li></li> <li>Prado____________________________________</li> <li>Perro____________________________________</li> <li>Barbas____________________________________</li> <li>Árbol____________________________________</li> <li>Ojos____________________________________</li> <li>Silla____________________________________</li> <li>Cielo____________________________________</li> <li>Hombres____________________________________</li> <li>Balón____________________________________</li> <li>Habitación____________________________________</li></ul> <p>2. Subraya los adjetivos de las siguientes oraciones:</p> <ul><li>Valentina es muy alta.</li> <li>Iván es responsable pero distraído</li> <li>La mesa limpia tiene un florero.</li> <li>Ella pinta un bello cuadro.</li> <li>Mi amiga está enferma.</li> <li></li></ul> <p>3. Escribe en que grado está el adjetivo en cada una de las siguientes oraciones:</p> <ul><li> El día estuvo caliente._______________________________</li> <li>Fernando es muy estudioso._______________________________</li> <li>El pollo es tan delicioso como el pavo._______________________________</li> <li>Esa chica es lindísima._______________________________</li> <li>Juan es estudioso._______________________________</li> <li>Ella es menor que yo._______________________________</li> <li></li> <li></li></ul> <p>4. Escoge el adjetivo determinativo apropiado que completa cada oración.</p><p><img 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" alt=""></p> <p>5. Relaciona las columnas.</p><p><img 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" alt="" width="503" height="131" style="width: 503px; height: 131px;"></p> <p>6. Cambia los determinantes indefinidos por un numeral adecuado</p> <ul><li>A la fiesta de Pedro acudieron <b><u>bastantes</u></b><u> </u>amigos.</li> <li>Mi tía compró<b> <u>pocos</u></b> dulces y <b><u>muchas</u></b> frutas.</li> <li>En el jardín de mi barrio van a plantar <b><u>varios</u></b><u> </u>árboles.</li> <li>Sarita tiene <b><u>pocas</u></b><u> </u>muñecas y<b> <u>algunas</u></b><u> </u>mascotas.</li></ul> <p>7. Relaciona las dos columnas:</p><p><img src="data:image/png;base64,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" alt="" width="472" height="143" style="width: 472px; height: 143px;"></p><p>8. Dibuja al perrito perdido según las características dadas en el siguiente texto.</p><table> <tbody><tr> <td> <p><b></b></p><table> <tbody><tr> <td> <p><b>SE BUSCA</b></p><p>Perro grande de color azabache.</p><p> Su pelaje es abundante.</p><p> Tiene las patas largas y robustas.</p><p> Sus orejas son muy largas y su hocico afilado.</p><p> En la frente tiene una mancha blanca.</p><p> Si lo reconoce, llámeme al teléfono 5522 3344 </p> </td> <td> </td> </tr> </tbody></table> </td> <td> </td> </tr> </tbody></table><p><v:rect> <o:lock> <w:wrap> <w:anchorlock> </w:anchorlock></w:wrap></o:lock></v:rect><v:shapetype> <v:stroke> <v:formulas> <v:f> <v:f> <v:f> <v:f> <v:f> <v:f> <v:f> <v:f> <v:f> <v:f> <v:f> <v:f> </v:f></v:f></v:f></v:f></v:f></v:f></v:f></v:f></v:f></v:f></v:f></v:f></v:formulas> <v:path> <o:lock> </o:lock></v:path></v:stroke></v:shapetype><v:shape> <v:imagedata></v:imagedata></v:shape></p><p>9. Describen el siguiente esquema las características que te identifican.</p><p><img src="/web/uploads/533/5d78ce6e9e-me-describo.png"></p><p>10. Subraya los adjetivos que hay en la siguiente lectura.</p><table> <tbody><tr> <td> <div> <h2><span class="mntl-sc-block-headingtext">Texto descriptivo: Blancanieves</span></h2> <p> <span class="figure-article-caption-text">Blancanieves.</span> <span class="figure-article-caption-owner">GettyImages</span></p><p><em>Había una vez...Una niña muy bonita, una pequeña princesa que tenía un cutis blanco como la nieve, labios y mejillas rojos como la sangre, y cabellos negros como el azabache. Su nombre era Blancanieves.</em></p><p><em>A medida que crecía la princesa, su belleza aumentaba día tras día hasta que su madrastra, la reina, se puso muy celosa. Llegó un día en que la malvada madrastra no pudo tolerar más su presencia y ordenó a un cazador que la llevara al bosque y la matara. Como ella era tan joven y bella, el cazador se apiadó de la niña y le aconsejó que buscara un escondite en el bosque.</em></p><p>Autor: Hermanos Grimm</p> </div></td> </tr> </tbody></table><p><b>11. </b>En un párrafo corto realizar la descripción de un lugar que te llame la atención.<b></b></p><ul><li>12.Completa el texto utilizando los plurales correspondientes.</li></ul><p>Las ____________ de la noche iluminaban los perdiz</p><p>Nidos de las __________y su aleteo formaba cruz</p><p>Una __________de plumas y ramas. Todos feliz</p><p>Dormían ___________ con el arrullo de las luz</p><p>Aves y el croar de las ranas.</p><ul><li>13. Lee los adjetivos de cada grupo.</li></ul><p>mañoso hermosa</p><p>maravilloso cariñosa</p><p>peligroso canosa</p><p>penoso vanidosa</p><p>De este grupo de palabras, escribe el adjetivo que corresponda a cada oración.</p><ul><li>Claudia tiene un hermano_________________________.</li> <li>Jugar con fuego es______________________________. </li> <li>Tomás tiene una hermana muy _________________________________.</li> <li>Es _____________________ llegar tarde al colegio. </li></ul>
Bibliografía
<ul><li>Se utilizaron ayudas audiovisuales de la plataforma youtube.</li></ul>
Foro
<p>En la correlación del área de castellano con educación artística, realizar en un 1/8 de papel bond el dibujo correspondiente al punto 11 descripción del lugar o paisaje. Puedes decorarlo con los materiales que más te guste.</p>
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