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CLEI I
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Propósito
<p>Taller # 2</p><p>Que los niños utilicen la división como una operación para resolver situaciones que se le presenten en la vida diaria.</p>
Motivación
<p><a href="https://www.youtube.com/watch?v=q9y_Bjj0_2A&ab_channel=academiaJAF">observemos el video</a></p><p><img src="/web/uploads/6912/c0b37d75ba-captura-de-pantalla-216.png" style="display: block; margin: auto;" alt=""></p>
Explicación
<p><img src="data:image/png;base64,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" alt=""></p><p>observar el siguiente ejemplo</p><p><img src="/web/uploads/6912/69e5dc8f5d-captura-de-pantalla-197.png"></p>
Ejercicios
<p>1. resolver los siguientes ejercicios</p><p><img src="/web/uploads/6912/d3bf751e02-captura-de-pantalla-198.png" alt="" width="346" height="438" style="display: block; margin: auto; width: 346px; height: 438px;"></p><p>2. Realiza las operaciones y unir con la respuesta correcta.</p><p><img src="/web/uploads/6912/a8d6bf1c7b-captura-de-pantalla-199.png" width="293" height="392" style="width: 293px; height: 392px;"></p><p>3. Lee las siguientes situaciones.</p><p><img src="/web/uploads/6912/7a6e17726c-captura-de-pantalla-200.png" width="466" height="422" style="width: 466px; height: 422px;"></p><p>4. Realiza las operaciones y completa la tabla.</p><p><img src="/web/uploads/6912/19726feec0-captura-de-pantalla-201.png" width="513" height="178" alt="" style="width: 513px; height: 178px; display: block; margin: auto;"></p><p>5. Resuelve</p><p><img src="/web/uploads/6912/2169bfe0b0-captura-de-pantalla-202.png"></p><table> <tbody><tr> <td> <p><br></p></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td></tr></tbody></table>
Evidencia
Evaluación
<p>practica realizando crucigramas con divisiones.</p><p><img src="/web/uploads/6912/1cd4091921-captura-de-pantalla-203.png" alt="" style="display: block; margin: auto;"></p>
Bibliografía
<p>capsulas de aprendizaje , Colombia aprende.</p><p>Avanza matemáticas , 4. Norma</p><p>vamos a aprender matemáticas 4, Mineducación.</p>
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