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Propósito
<p>Valorar el entorno familiar como espacio propicio para los primeros aprendizajes mediante el conocimiento de su conformación, sus costumbres y sus estilos de vida para el fortalecimiento de su identidad.</p>
Motivación
<p><strong>DÍA 1: </strong>CONFORMACIÓN FAMILIAR.</p><p><br></p><p><iframe width="500" height="281" src="//www.youtube.com/embed/bsKL1aLbO4I" frameborder="0" allowfullscreen=""></iframe><br></p><p>1. Presto atención al cuento "Mi familia".</p><p><strong>DÍA 2: </strong>ROLES EN LA FAMILIA</p><p>2. Presto atención al cuento "Mi familia".</p><p><br></p><p><iframe width="500" height="281" src="//www.youtube.com/embed/LRoarhV9MO8" frameborder="0" allowfullscreen=""></iframe><br></p><p>3. Presto atención al siguiente video.</p><p><iframe width="500" height="281" src="//www.youtube.com/embed/ERQQXL7mEj0" frameborder="0" allowfullscreen=""></iframe><br></p><p><br></p><p>4. Escucho con atención la siguiente canción.</p><p><iframe width="500" height="281" src="//www.youtube.com/embed/odI6zy0xPPQ" frameborder="0" allowfullscreen=""></iframe>DÍA 5. IMPORTANCIA DE LA FAMILIA<br></p><p>5. Escucho con atención la siguiente canción.</p><p><iframe width="500" height="281" src="//www.youtube.com/embed/o3BFNUtGw7Y" frameborder="0" allowfullscreen=""></iframe><br></p>
Explicación
<p><strong>DÍA 1: </strong>CONFORMACIÓN FAMILIAR</p><p>1. Escucho y veo con atención el siguiente video.</p><p><iframe width="500" height="281" src="//www.youtube.com/embed/mvAd_mjOdvA" frameborder="0" allowfullscreen=""></iframe><strong>DÍA 2: </strong><span class="redactor-invisible-space" style="background-color: initial;">ROLES EN LA FAMILIA</span><br></p><p><span class="redactor-invisible-space">2. Ver y escuchar con atención el siguiente video.<br></span></p><p><span class="redactor-invisible-space"><iframe width="500" height="281" src="//www.youtube.com/embed/6GfLYYG_L3s" frameborder="0" allowfullscreen=""></iframe><strong>DÍA 3: IMPORTANCIA DE LA FAMILIA</strong></span></p><p><span class="redactor-invisible-space"><strong>3. Ver y escuchar con atención el siguiente video.</strong><br></span></p><p><span class="redactor-invisible-space"><iframe width="500" height="281" src="//www.youtube.com/embed/-4NseweC60w" frameborder="0" allowfullscreen=""></iframe><strong>DÍA 4. COMO DEMOSTRAR EL AMOR POR LA FAMILIA</strong></span></p><p><span class="redactor-invisible-space"><span class="redactor-invisible-space"><strong>4. Ver con atención el siguiente video.</strong></span></span></p><p><span class="redactor-invisible-space"><span class="redactor-invisible-space"><strong></strong><iframe width="500" height="281" src="//www.youtube.com/embed/_J3rYSKpsDY" frameborder="0" allowfullscreen=""></iframe><strong>DÍA 5. IMPORTANCIA DE LA FAMILIA</strong><span class="redactor-invisible-space"></span><br></span></span></p><p><strong>5. Escuchar y ver con atención el siguiente cuento.</strong></p><p><span class="redactor-invisible-space"><span class="redactor-invisible-space"><br></span></span></p><p><span class="redactor-invisible-space"><span class="redactor-invisible-space"><iframe width="500" height="281" src="//www.youtube.com/embed/Mz3p34BrlnM" frameborder="0" allowfullscreen=""></iframe><br></span></span></p>
Ejercicios
<p><strong>DÍA 1: </strong>CONFORMACIÓN FAMILIAR. </p><p>Tema. ¿Quiénes conforman mi familia?</p><p>¿Qué sabemos?</p><p>¿Para tì Qué es una familia?</p><p>¿Quiénes conforman tu familia?</p><p>¿Quiénes viven en tu misma casa?</p><p>¿Quiénes viven en otras casas? .</p><p>¿Tienes mascota?</p><p>Observa el video. Ahora háblanos de tu familia.</p><p>Con ayuda de mamá o de papá, escribe los datos solicitados en el anexo: Mi llegada al mundo.</p><p>Presta atención al video La familia Sam.</p><p>¿Te recordó una experiencia con tu familia? Nárrala.</p><p>Tarea 1: Construye en familia el árbol genealógico.</p><p><br></p><p>DIA 2. ROLES DE LOS MIEMBROS DE LA FAMILIA.</p><p>Tema: Los roles de los miembros de la Familia.</p><p>Presaberes:</p><p>¿Qué hace papá en bienestar de la familia?</p><p>¿Qué hace mamá?</p><p>¿Qué hacen los abuelos?</p><p>¿Qué hacen los tíos? </p><p>¿Qué hacen los primos?</p><p><strong>¿Y tú que haces para el bienestar de tu </strong><b>familia?. </b><img 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" alt=""></p><p><br></p><p><strong><br></strong></p><p><br></p><p><br></p><p><strong>DÍA 3. La importancia de la familia</strong>..</p><p>Importancia de la familia.</p><p>¿Por qué crees que Dios te dio una familia?</p><p>¿Sabes cómo se llama tu colegio?</p><p>¿Quiénes conforman la Sagrada Familia?</p><p> Tarea: Con ayuda de tu familia, utilizando 1 rectángulos, un triángulo y tantos cuadrados como personas viven contigo.</p><p>.Construye la casa y dibuja o recorta y pega en las ventanas las personas de la familia que viven en tu casa. Alrededor de ella, dibuja o recorta del anexo los otros miembros de la familia que viven en otra casa..</p><p>DIA 4.¿Còmo demostramos el amor a la Familia?</p><p>Presaberes:<br></p><p>¿Cómo demuestras el amor a tus padres?</p><p>¿Cómo demuestras el amor a tus abuelos?</p><p>¿Cómo demuestras el amor a tus hermanos?.</p><p>Después de observar el video, responde:</p><p>¿Qué consejo le dio el pato Juan al niño?</p><p>Aprende la canción Una familia feliz, cántala en familia. y haz un video.</p><p>Moldea tu familia en plastilina.</p><p><br></p><p><br></p><p><o:p></o:p></p><p>:</p>
Evidencia
Evaluación
<p>Cada dia s evalùa,: El interès, la participaciòn y los trabajos propustos.</p>
Bibliografía
Foro
<p>El viernes, haremos un cierre a este tema y socializaremos árbol genealógico , casita con sus integrantes y video familiar CANTANDO.UNA FAMILIA FELIZ.</p>
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