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CLEI I
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Propósito
<p>Conocer la importancia de la célula como unidad estructural y funcional de los seres vivos y relacionarla con las demás partes del cuerpo</p>
Motivación
<p><iframe width="500" height="281" src="//www.youtube.com/embed/importancia" frameborder="0" allowfullscreen=""></iframe></p><p><iframe width="500" height="281" src="//www.youtube.com/embed/8WhHG85T_qs" frameborder="0" allowfullscreen=""></iframe><span class="redactor-invisible-space"></span></p>
Explicación
<p><iframe width="500" height="281" src="//www.youtube.com/embed/Ps54eXe8YHY" frameborder="0" allowfullscreen=""></iframe></p><p><strong>Partes de la célula:</strong><br><br><strong>* Núcleo celular:</strong> El núcleo celular cumple la función de guardar y almacenar los genes en forma de cromosomas, estos genes son muy importantes ya que contienen la información sobre los rasgos de cada individuo.<br><br><strong>* Ribosomas:</strong> sintetizan proteínas tomando en cuenta los mensajes de codificado contenido en el ADN.<br><br><strong>* Aparato de Golgi: </strong>esta estructura celular tiene distintas funciones y entre ellas destaca el almacenamiento y distribución de los lisosomas.<br><br><strong>* Los lisosomas: </strong>se caracterizan por su gran tamaño, contienen enzimas utilizadas para realizar la digestión celular, los lisosomas solo están contenidos en las células animales.<br><br></p><p><img alt="" src="https://www.universoparaninos.com/imagen/resumen-celula-partes-3.jpg"></p><p><br><strong>* Retículo endoplasmatico liso:</strong> cumple la función de desintoxicación, sintetiza lípidos y reserva calcio entre las células.<br><br><strong>* Retículo endoplasmatico rugoso: </strong>sintetiza proteínas para luego ser transportadas por el mismo.<br><br><strong>* Mitocondrias:</strong> transforman nutrientes en energía para el consumo celular, sin este suministro de energía la célula no podría realizar sus funciones.<br><br><strong>* Citoplasma: </strong>Es un líquido contenido en el interior celular del cual está lleno la célula y mediante el cual se mueven los orgánulos celulares.<br><br><strong>* Pared celular:</strong> es una membrana que recubre a toda la célula esta membrana, es semipermeable permitiendo cierto flujo de material entre la célula y el exterior.</p>
Ejercicios
<p>Relaciona los elementos de la columna 1 con la columna 2</p><p><img src="data:image/png;base64,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" alt="" width="847" height="361" style="width: 847px; height: 361px;"></p>
Evidencia
Evaluación
<p><b>Leemos con atención, ubica la letra sobre la línea, donde crea que esta el concepto o la relación</b></p><p>A= Nucleo B=Vacuolas C=Membrana celular .D=Aparato de Golgi</p><p>E=Lilosomas F= Reticulo Endoplasmatico. G=Mitocondrias</p><p>H=RibosomasI=Cromosomas</p><p>____ Realiza las funciones de paso selectivo de sustancias con el medio interno y externo</p><p>____Se localiza en el exterior de la membrana celular y es más rígida y gruesa que la membrana</p><p>____Realiza la respiración y provee de energía para realizar el metabolismo celular</p><p>____Interviene en la división celular y transmite los caracteres hereditarios.</p><p>____ Son numerosos y están encargado de sintetizar proteínas por poseer ARN</p><p>____Regula la cantidad de sustancias, gases, nutrientes y desechos presentes en la célula</p><p>____ Almacena proteínas y lípidos y además contribuye para la formación de lisosomas.</p><p>____ Contienen enzimas digestivas, cuya función es desdoblar la macromolécula y ser utilizadas por la célula.</p><p>____Conductos celulares que se encargan de transportar sustancias desde el exterior celular hacia el interior y viceversa.</p><p>2. Cual es la función y del nucleo , citoplasma y menbra nuclear.</p><p>3. Cuales son las diferencias entre células procariotas y eucariotas</p><p>4. Cuales son las diferencias entre células vegetales y animales</p>
Bibliografía
Foro
calificable?
Activo
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