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CLEI I
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Propósito
<ul><li>1.Reconocer los elementos que conforman una oración de otras expresiones lingüísticas. </li> <li>2.Emplear la estructura de la oración de acuerdo a la intención comunicativa.</li></ul>
Motivación
<p>Observa las siguientes viñetas y escribe que está sucediendo en ellas.(El docente hará que algunos estudiantes lean; luego preguntar¿¡qué es la oración?</p><p><br></p><p><br></p><p><img src="data:image/png;base64,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" alt="" width="505" height="200" style="width: 505px; height: 200px;"></p>
Explicación
<p><img src="https://concepto.de/wp-content/uploads/2019/11/sintaxis-e1575207690264-300x149.jpg" alt="Núcleo del sujeto y del predicado - Qué son y ejemplos" style="width: 364px; height: 181px;" width="364" height="181"></p><p><a href="/web/uploads/618/15daf026d0-la-oracion-gramatical-explicacion.pdf">15daf026d0-la-oracion-gramatical-explicacion.pdf</a><br></p>
Ejercicios
<p><b>Ejercicio:</b></p><p><b></b>1.Lee atentamente las siguientes oraciones y escribe en la línea que tipo de oración es (<u>simple </u>o <u>compuesta)</u></p><ul> <li>Sabes que te quiero. ____________________</li> <li>Las abejas eran muchas. ___________________</li> <li>Estoy preocupada por los problemas que te trajo Santiago. ___________</li> <li>Finalmente llegamos al lugar donde viví cuando era chica. ___________</li> <li>Las cremas de esa marca son excelentes. _________________</li> <li>Las casas son económicas. ___________________</li></ul><p><br> 2. En las siguientes oraciones identifica y señala con color azul los sujetos y con verde los predicados: </p><ul><li>Ella compró un pastel.</li> <li>Esas plantas no necesitan mucha agua.</li> <li>Ezequiel tiene entrenamiento mañana.</li> <li>Jazmín se compró un auto.</li> <li>Alejandro quería hablar con ella, pero ella estaba de viaje.</li> <li>Amalia es buena amiga, pero Clara no lo sabe.</li></ul><p><br></p><p> 3. Encierra en un círculo rojo los núcleos del sujeto y en un círculo café los núcleos del predicado de <b>las oraciones anteriores</b>. <br></p><p>4. Escribe 2 ejemplos de cada tipo de oración según la intención del hablante. </p><p>5. -Escribe 2 oraciones y 2 frases.</p>
Evidencia
Evaluación
<p><b><u>Evaluación:</u></b></p><p><b><u></u></b>1. Redacta una oración usando las palabras de la caja y complétalas usando otras palabras adicionales que te permitan unirlas. Recuerda que las oraciones que escribas deben ser coherentes y expresar un sentido claro y completo.</p><p><img 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" alt="" width="756" height="265" style="width: 756px; height: 265px;"></p><p>2. Escribe al lado de las siguientes expresiones si son oraciones o frases.</p><p><img src="/web/uploads/618/affc37a783-l.jpg" width="893" height="205" style="width: 893px; height: 205px;"></p><p>3. Completa la siguiente tabla escribiendo en cada casilla una oración según la función comunicativa que se requiere.</p><p><span></span></p><p><img src="/web/uploads/618/316152f636-ll.jpg" width="896" height="202" style="width: 896px; height: 202px;"></p><p>4. Escribe 3 oraciones simples, 3 oraciones compuestas señalando el sujeto, predicado, núcleo de sujeto (NS) y núcleo de predicado (NP)</p><br>
Bibliografía
<p><br></p><p><iframe width="500" height="281" src="//www.youtube.com/embed/W9vn4PU7e9Y" frameborder="0" allowfullscreen=""></iframe><br></p><p><iframe width="500" height="281" src="//www.youtube.com/embed/9pkAy90iAmM" frameborder="0" allowfullscreen=""></iframe><br></p>
Foro
<p>se hará una interactuación sobre la oración ,el sujeto ,el predicado, clases de oración, etc.</p>
calificable?
Activo
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