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Propósito
<p>Que los niños utilicen la regla de una manera adecuada , para facilitar el orden y la presentación de los trabajos escolares.</p>
Motivación
<p style="margin-left: 20px;">Taller # 1</p><p style="margin-left: 20px;">Hoy vamos a aprender sobre el manejo de </p><p><img src="data:image/png;base64,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" alt=""><img src="/web/uploads/6912/743af0aa0c-captura-de-pantalla-66.png" width="293" height="304" style="width: 293px; height: 304px;"></p><p> Regla</p>
Explicación
<p>La regla es el instrumento de medición más adecuado para trabajar en espacios limitados como son los cuadernos escolares, un buen uso de la regla nos va a permitir trazar líneas. realizar cuadros, tablas y con esto mejoramos la presentación de los trabajos.</p><p> <img src="data:image/jpeg;base64,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" alt="HERRAMIENTAS E INSTRUMENTOS PARA DIBUJO TECNICO | Expresion Grafica"></p><p>Siempre que vamos a medir debemos tener en cuenta el cero para iniciar .</p><p><br></p>
Ejercicios
<p>1. Utilizando la regla vamos a medir y registrar datos<br></p><p>a. El cuaderno</p><p>b. Las tijeras</p><p>c. el lápiz</p><p>Iniciar realizando la tabla de registro en el cuaderno utilizando la regla</p><p><img src="/web/uploads/6912/75fd960d3d-captura-de-pantalla-64.png"></p><p>2. A continuación utilizando la regla van a trazar márgenes al cuaderno de artística . </p><p> siguiendo las siguientes instrucciones : arriba tres cuadros , margen izquierda 3 cuadros, margen derecha 2 cuadros, abajo 2 cuadros.</p><p><img src="/web/uploads/6912/049881ab68-captura-de-pantalla-65.png" width="300" height="456" style="width: 300px; height: 456px;"> </p>
Evidencia
Evaluación
<p>Realizo cinco páginas con margen en el cuaderno, recuerde que debe utilizar la regla.</p>
Bibliografía
Foro
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