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12044
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Actualizar Secuencia Didactica: 12044
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CLEI I
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Propósito
<p>Reconocer la estructura, propiedades y relación de orden de los números racionales.<o:p></o:p><br></p>
Motivación
<p>Observemos las imágenes y respondamos de acuerdo a cada una de ellas.<br></p>
Explicación
<p><strong>CONJUNTOS NUMÉRICOS <span class="ff4 ls7">–</span></strong> NÚMEROS RACIONALES.</p><p>Los números racionales son aquellos que se pueden escribir como una razón. El conjunto de los números racionales se </p><p>denota con la letra <span class="ff5 ws2">?</span>. Todo racional expresa una o varias partes iguales de la unidad. Además, en toda fracción existen dos términos: “<span class="ff5 ls8" style="background-color: initial;">????</span>” llamado numerador y “<span class="ff5 ls9" style="background-color: initial;">????</span>” llamado denominador. </p><p>Es decir: <img src="data:image/png;base64,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" alt="" width="247" height="50" style="width: 247px; height: 50px;"></p><p><img 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" alt=""></p><p>- <span class="ff3 ls18 ws0">Numerador: indica el número de partes iguales que se consideran del entero. </span></p><p>- <span class="ff3 ls18 ws0">Denominador: indica el número de partes iguales en que se divide el entero. </span></p><p>Ejemplo: <img src="data:image/png;base64,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