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CLEI I
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Propósito
<p>Los estudiantes estarán en la capacidad de diferenciar la clases de soluciones y resolver ejercicios utilizando los diversos tipos de unidades para medir la concentración.<br></p>
Motivación
<p>Observa el siguiente video y elabora un resumen con cuadros sinópticos.</p><p><iframe width="500" height="281" src="//www.youtube.com/embed/wHvAakiuORs" frameborder="0" allowfullscreen=""></iframe></p><p><img src="data:image/png;base64,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
Explicación
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Ejercicios
Evidencia
Evaluación
Bibliografía
<p><a href="https://sites.google.co/">https://sites.google.co/</a></p><p><a href="https://www.monografias.com/trabajos97/soluciones-quimicas/soluciones-quimicas">https://www.monografias.com/trabajos97/soluciones-...</a><span class="redactor-invisible-space"><br></span></p><p><span class="redactor-invisible-space"><a href="https://concepto.de/solucion-quimica/">https://concepto.de/solucion-quimica/</a><span class="redactor-invisible-space"><br></span></span></p><p><span class="redactor-invisible-space"><span class="redactor-invisible-space"><a href="http://recursostic.educacion.es/secundaria/edad/1esobiologia/1quincena2/1q2_index.htm">http://recursostic.educacion.es/secundaria/edad/1e...</a><span class="redactor-invisible-space"><br></span></span></span></p><p><span class="redactor-invisible-space"><span class="redactor-invisible-space"><span class="redactor-invisible-space"><a href="https://yoquieroaprobar.es/_pdf/55023.pdf">https://yoquieroaprobar.es/_pdf/55023.pdf</a><span class="redactor-invisible-space"> Ejercicios resueltos</span></span></span></span></p><p><span class="redactor-invisible-space"><span class="redactor-invisible-space"><span class="redactor-invisible-space"><span class="redactor-invisible-space"><a href="https://bachilleratovirtual.com/aula/mod/lesson/view.php?id=6855#:~:text=La%20concentraci%C3%B3n%20de%20una%20soluci%C3%B3n,en%20un%20litro%20de%20soluci%C3%B3n">https://bachilleratovirtual.com/aula/mod/lesson/vi...</a><span class="redactor-invisible-space"></span></span></span></span></span></p><p><span class="redactor-invisible-space"><span class="redactor-invisible-space"><span class="redactor-invisible-space"><span class="redactor-invisible-space"><a href="https://www.lamanzanadenewton.com/materiales/quimica/lmn_qui_fch14.html">https://www.lamanzanadenewton.com/materiales/quimi...</a><span class="redactor-invisible-space"> </span><br></span></span></span></span></p>
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