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CLEI I
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Propósito
<p><b>Guía 2: </b>Realización de divisiones con expresiones algebraicas.</p>
Motivación
<p><b>Frase: </b>Si no puedes hacer lo que te gusta, aprende a que te guste lo que haces.<b></b></p>
Explicación
<p><img src="/web/uploads/9128/e84cbb29ca-div1.png"></p><p><img src="/web/uploads/9128/e2c4407129-div2.png"></p><p><img src="data:image/png;base64,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" alt=""></p><p><img src="/web/uploads/9128/483b35fe0b-div3.png"></p>
Ejercicios
<p><img src="/web/uploads/9128/6ba02e93e4-div-eje1.png"></p><p><img src="/web/uploads/9128/f260e62f31-div-ej2.png"></p><p><img src="/web/uploads/9128/114cc14463-e1.png"></p><p><img src="/web/uploads/9128/ccc4141014-div-eje2.png"></p>
Evidencia
Evaluación
<p><img src="/web/uploads/9128/7c347c0cc6-eval1.png"></p>
Bibliografía
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