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12045
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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>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><p><img src="data:image/png;base64,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
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 denota con la letra <span class="ff5 ws2" style="background-color: initial;">?</span>. Todo racional expresa una o varias partes iguales de la unidad. Además, en toda fracción existen</p><p>dos términos: “<span class="ff5 ls8">????</span>” llamado numerador y “<span class="ff5 ls9">????</span>” llamado denominador. Es decir: </p><p><img src="data:image/png;base64,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" 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" alt="" width="427" height="67" style="width: 427px; height: 67px;"></p><p>-<strong> </strong><span class="ff3 ls18 ws0"><strong>Numerador</strong>: indica el número de partes iguales que se consideran del entero. </span></p><p><strong>- </strong><span class="ff3 ls18 ws0" style="background-color: initial;"><strong>Denominador:</strong> indica el número de partes iguales en que se divide el entero.</span></p><p><span class="ff3 ls18 ws0" style="background-color: initial;"></span>Ejemplos:<br></p><p><img src="/web/uploads/14032022/672/ce9d7d9737-download.png"><br></p><p><br></p><p>Observaciones: </p><p>- <span class="ff1 ls18">No olvides que el denominador debe ser distinto de cero. </span></p><p>- <span class="ff1 ls18">Todo número entero puede ser escrito como un número racional. </span></p><p>- <span class="ff1 ls18">No todo número racional puede ser escrito como un número entero.</span></p><p><span class="ff1 ls18"><a href="https://www.youtube.com/watch?v=kYyDc0XRUeg">Introducción a los números racionales | fracciones positivas o negativas - YouTube</a><br></span></p><p>AMPLIFICAR Y SIMPLIFICAR. </p><p>Para <span class="ff3 ws0">amplificar</span> una fracción se <span class="ff3 ws0">multiplica<span class="ff1 wsa">, por un número entero distinto de cero, el numerador y el denominador. </span></span></p><p>Ejemplo:</p><p><img src="data:image/png;base64,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" alt=""></p><p> Para <span class="ff3 ws0" style="background-color: initial;">simplificar</span> una fracción se <span class="ff3 ws0" style="background-color: initial;">divide<span class="ff1 wsa">, por un número entero distinto de cero, el numerador y el denominador.</span></span></p><p>Ejemplo:</p><p><img src="data:image/png;base64,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
Ejercicios
<p>ACTIVIDAD </p><p>1) Según la definición anterior para agrupa en el conjunto Q las cantidades que corresponden a números racionales.</p>
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