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CLEI I
CLEI II
CLEI III
CLEI IV
CLEI V
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Tema
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Propósito
<p>Taller 3 Prueba saber</p><p>Que los niños se familiaricen con las pruebas aplicadas por el estado para evaluar los desempeños alcanzados.</p>
Motivación
<p><img src="/web/uploads/6912/21fc09d8db-captura-de-pantalla-139.png" style="display: block; margin: auto; width: 170px; height: 203px;" alt="" width="170" height="203"></p>
Explicación
<p>En cada enunciado encontrara una pregunta con cuatro opciones de respuesta , solo una es la correcta.</p>
Ejercicios
<p>1, Una bolsa contiene únicamente cuatro pelotas con los siguientes números.</p><p><img src="data:image/png;base64,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" alt=""></p><p><br></p><p>2. Cinco amigos recogieron piedras lisas en la playa. En la grafica se ve la cantidad de piedras que recogió cada uno.</p><p><img src="/web/uploads/6912/ff8319fde1-captura-de-pantalla-175.png"></p><p>3. Paola está armando una figura y le falta una sola pieza para completarla.</p><p><img src="/web/uploads/6912/09822c3892-captura-de-pantalla-176.png" width="509" height="285" style="width: 509px; height: 285px;"></p><br><p><br></p>
Evidencia
Evaluación
<p>Responder correctamente las preguntas.</p>
Bibliografía
<p>Pruebas saber aplicadas años anteriores.</p>
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