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Propósito
<p>Taller # 4</p><p>Que el niño realice reducciones de las figuras en la escala necesaria.<br></p>
Motivación
<p><img src="/web/uploads/6912/37b4ace322-captura-de-pantalla-178.png"></p>
Explicación
<p>La reducción de una figura es una nueva figura, cuyos lados tienen la misma medida que los lados de la figura anterior divididos por el mismo número, por lo tanto la figura no cambia sino su tamaño.</p><p><img src="/web/uploads/6912/9deedcabfd-captura-de-pantalla-79.png" width="385" height="234" style="width: 385px; height: 234px;"></p>
Ejercicios
<p>1. Realizo en el cuaderno la siguiente figura reduciendo a la mitad<br></p><p><img src="/web/uploads/6912/de0a1d9b9f-captura-de-pantalla-80.png" width="411" height="409" alt="" style="width: 411px; height: 409px; display: block; margin: auto;"><br></p><p><br></p><p>2. reduzco la siguiente figura.</p><p><img src="data:image/png;base64,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" alt=""></p>
Evidencia
Evaluación
<p>Realiza una cuadricula dibuja una figura y después ejecuta su reducción.</p>
Bibliografía
<p>El niño y el arte.</p>
Foro
calificable?
Activo
Actualizar