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Propósito
<p><b> </b>Identifico estructuras de los seres vivos que les permiten desarrollarse en un entorno y que puedo utilizar como criterios de clasificación<br></p>
Motivación
<p>Hola querido estudiante.</p><p>Ver el siguiente video</p><p><iframe width="500" height="281" src="//www.youtube.com/embed/3BtD-Ti6fVM" frameborder="0" allowfullscreen=""></iframe><br></p>
Explicación
<p>Las células de las plantas también forman tejidos que realizan funciones específicas. Los tejidos vegetales son diferentes de los tejidos animales, aunque pueden realizar las mismas funciones de protección, soporte y conducción, entre otros. Algunos de ellos son:</p><p> a. Tejidos protectores. Están constituidos por células que recubren a la planta y que evitan la pérdida de agua por tener una capa cerosa. Entre ellos está la epidermis. Estas células pueden tener cloroplastos y estomas. Los estomas son aberturas o poros para el intercambio de gases.</p><p> b. Tejido de crecimiento. Está constituido por células que siempre se están dividiendo. Se encuentra en los puntos de crecimiento de las plantas llamados meristemos, tales como el ápice (o cogollo), en las axilas de las hojas y en la raíz.</p><p>c. Tejidos conductores. Son células que forman tubos por donde circulan el agua y los nutrientes de la planta. Los componen el xilema, que conduce el agua y las sales disueltas desde la raíz hacia el resto de la planta, y el floema, que conduce las sustancias elaboradas en las hojas durante la fotosíntesis hacia el resto de la planta. </p><p>d. Tejidos de sostén. Están formados por células cuya función es dar soporte a la planta, como el colénquima y el esclerénquima. </p><p>e. Tejidos fundamentales. Están constituidos por el parénquima, que son células que desempeñan diferentes funciones, como fotosíntesis y almacenamiento de sustancias de reserva.</p>
Ejercicios
<p>ACTIVIDAD No. 1</p><p>Dibujar los tejidos vegetales y colorearlos</p><p>ACTIVIDAD No.2</p><p><br></p><p><br></p><p>Elabora un mapa conceptual sobre los tejidos que están presentes en los organismos pluricelulares más complejos, es decir, los animales y las plantas. El siguiente es un ejemplo de la forma como se ve un mapa conceptual, pero el que tú elabores será diferente, de acuerdo con los conceptos que vas a incluir.<br></p>
Evidencia
Evaluación
<p>RESPONDA LA SIGUIENTE PREGUNTA SEGUN LA INFORMACION</p><p>Andrés quiere tener evidencia de que su juguete no está vivo, para esto él lleva al colegio una muestra del relleno de un oso de peluche y lo compara con una muestra de sangre. A continuación observa lo que vio Andrés :</p><p><img src="data:image/png;base64,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" alt=""></p><p>Para que pueda comparar su sangre con el relleno del oso de peluche decide usar :</p><p><img src="/web/uploads/04102021/9306/0c8346a9d7-telescopio.jpg" style="width: 362px; height: 115px;" width="362" height="115"></p>
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<p><del></del>YOU TUBE</p><p>TEXTO CIENCIAS NATURALES GRADO QUINTO.</p>
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