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Secuencias Didacticas
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CLEI I
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CLEI III
CLEI IV
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Tema
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Propósito
<p>taller 1 Prueba saber</p><p>Que los niños se familiaricen con las pruebas saber , para mejorar los resultados de estas.</p>
Motivación
<p><img src="/web/uploads/6912/f4726d3883-captura-de-pantalla-143.png" style="display: block; margin: auto; width: 275px; height: 176px;" alt="" width="275" height="176"></p>
Explicación
<p>en las siguientes preguntas encontrara un enunciado con cuatro posibles respuestas de las cuales solo una es la correcta , debe marcarla para esto puede hacer esquemas, dibujos , operaciones etc.</p>
Ejercicios
<p><span style="font-size: 14px;">identificar el cambio entre los términos de una secuencia dada.</span></p><p><span style="font-size: 14px;"><img src="/web/uploads/6912/db2bb66dd0-captura-de-pantalla-144.png" width="311" height="209" style="width: 311px; height: 209px;"></span></p><p><span style="font-size: 14px;">identificar la cantidad de veces que se observa cada dato y obtiene las mayores frecuencias para solucionar un problema.</span></p><p><span style="font-size: 14px;">2. Lee la información dada analiza y contesta.</span></p><p><img src="data:image/png;base64,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" alt="" width="404" height="150" style="width: 404px; height: 150px;"></p><p>3. Dayana registro en su cuaderno la cantidad de juegos que ganaron cinco de sus amigos.<img src="/web/uploads/6912/0f8aa688a9-imagen1.png"></p>
Evidencia
Evaluación
<p>contestar correctamente las preguntas.</p>
Bibliografía
<p>pruebas saber.</p>
Foro
calificable?
Activo
Actualizar