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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>Guia 3: Realización de restas con polinomios.</p>
Motivación
<p>Frase: Siempre parece imposible hasta que se hace.Nelson Mandela.</p>
Explicación
<p><img src="/web/uploads/9128/b47bac4e5d-ass1.png"></p><p><img src="/web/uploads/9128/c0a6320f10-ass2.png" style=""></p><p><img src="/web/uploads/9128/4e6cf8104d-ass3.png"></p><p><br></p><p><img 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" alt="" style=""></p><p><img src="/web/uploads/9128/ae38999532-8m-2.png"></p>
Ejercicios
<p><img src="/web/uploads/9128/aabf677202-ass1.png"></p><p><img src="/web/uploads/9128/7536d186e0-ass2.png"></p>
Evidencia
Evaluación
<p>El estudiante debe presentar en forma ordenada, puntual y bien resuelta la guía planteada. Debe presentar evaluación objetiva tipo icfes (selección múltiple) del tema propuesto</p>
Bibliografía
Foro
calificable?
Activo
Actualizar