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Propósito
<p>Comprendo las generalidades de las sucesiones y de los límites de sucesiones y de funciones, asociando el aprendizaje a las consideraciones prácticas.</p><p>Aplico estrategias gráficas, analíticas y algébricas en el cálculo de limites</p>
Motivación
<p><span style="color: #c0504d;">A PENSAR......</span></p><p><img src="/web/uploads/13124/e1c171e14d-adi-12.png" width="110" height="89" style="width: 110px; height: 89px;"></p><p><a href="https://wordwall.net/es/resource/7602081/patrones-y-secuencias-num%C3%A9ricas">https://wordwall.net/es/resource/7602081/patrones-...</a><br></p><p><a href="https://www.cerebriti.com/juegos-de-matematicas/sucesiones-numericas-crecientes">https://www.cerebriti.com/juegos-de-matematicas/su...</a><span class="redactor-invisible-space"><br></span></p><p><span class="redactor-invisible-space"><a href="https://www.cerebriti.com/juegos-de-matematicas/sucesiones-mr">https://www.cerebriti.com/juegos-de-matematicas/su...</a><span class="redactor-invisible-space"><br></span></span></p>
Explicación
<p><img src="/web/uploads/13124/1763948ca2-paso1.png"></p><h5>SUCESIONES<br></h5><p>SIGUE PASO A PASO LAS INSTRUCCIONES EN EL SIGUIENTE DOCUMENTO:</p><p><a href="http://c11fa9b1d7-sucesiones.pdf"><img src="/web/uploads/13124/530fbf01f4-imagen-explicacion.png" width="102" height="102" alt="" style="width: 102px; height: 102px;"></a></p><p><a href="/web/uploads/13124/97aa803b5e-sucesiones.pdf">97aa803b5e-sucesiones.pdf</a></p><p><br></p><p><img src="/web/uploads/13124/7a183714ab-paso2.png"><br></p><h5>LÍMITE DE FUNCIONES<br></h5><p><span style="color: #8064a2;">ESTUDIA Y ANALIZA EL SIGUIENTE DOCUMENTO:</span></p><p><a href="http://0aecdd7f57-limites.pdf"><img 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" alt="Lápiz De Dibujos Animados Feliz Llevar Un Libro Ilustraciones Vectoriales, Clip Art Vectorizado Libre De Derechos. Image 49156415." width="100" height="98" style="width: 100px; height: 98px;"></a></p><p><a href="/web/uploads/13124/87a6de6dd5-limites.pdf">87a6de6dd5-limites.pdf</a><br></p>
Ejercicios
<p>SUCESIONES</p><p><a href="https://www.superprof.es/apuntes/escolar/matematicas/aritmetica/sucesiones/sucesiones.html">https://www.superprof.es/apuntes/escolar/matematic...</a></p><p>LÍMITES</p><p><a href="https://www.superprof.es/apuntes/escolar/matematicas/calculo/funciones/ejercicios-de-limites-de-funciones.html">https://www.superprof.es/apuntes/escolar/matematic...</a></p>
Evidencia
Evaluación
<h5>Estudiantes que ingresen a IXL no trabajaran las actividades sugeridas de recuperación</h5><h5><img src="/web/uploads/13124/5c9eacbd2e-paso1.png"><br></h5><h5><img src="/web/uploads/13124/2265dc1c5d-secuencias.png"><br></h5><p><img src="/web/uploads/13124/a538e42dae-paso2.png"></p><p><img src="/web/uploads/13124/ff735691b5-limites.png"></p><h5><a href="/web/uploads/13124/9c1f07f85f-limites.pdf"></a></h5>
Bibliografía
<p><i>Libro del estudiante, Matemáticas 11, Todos por un nuevo país</i></p><p><i><a href="https://tecevolucion.files.wordpress.com/2018/01/matematicas-11c2ba-vamos-a-aprender.pdf">https://tecevolucion.files.wordpress.com/2018/01/matematicas-11c2ba-vamos-a-aprender.pdf</a></i></p>
Foro
calificable?
Activo
Actualizar