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Propósito
<p>El objetivo es que los estudiantes resuelvan problemas que involucran el lenguaje algebraico para expresar situaciones relacionadas con la vida cotidiana, utilizando letras y números de forma combinada.</p>
Motivación
<p>Observa la siguiente información y piensa porque cada monomio es común para cada expresión: <o:p></o:p><br></p><p><span></span><img src="data:image/png;base64,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" alt=""><br></p>
Explicación
<p>En el siguiente link encontrarás el desarrollo explicativo del tema en diapositivas que contienen los enlaces de videos explicativos de una manera corta y sencilla, te invito a observarlos y a retroalimentar el tema visto en clases: </p><p><a href="/web/uploads/595/9ef6ecfe5c-factorizacion.pptx">9ef6ecfe5c-factorizacion.pptx</a><br></p>
Ejercicios
<p>En el siguiente link encontrarás el desarrollo teórico además de ejemplos desarrollados para cada tema, al igual que la actividad de aprendizaje. Te invito a realizarla y así poder ejercitar lo aprendido: </p><p><a href="/web/uploads/595/9ff795b323-taller-1-factorizacion.docx">9ff795b323-taller-1-factorizacion.docx</a><br></p>
Evidencia
Evaluación
<p>En la página de sygescol encontrarás los talleres evaluativos.</p>
Bibliografía
<p>Libro de matemáticas de octavo del Ministerio de Educación Nacional, páginas web gratuitas Khan academy, portal educativo, smartick, video tutoriales profe Alex, entre otros. </p>
Foro
<p>En este espacio puedes participar con ejemplos, proponer ejercicios para retroalimentar los saberes. </p>
calificable?
Activo
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