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<p>Los estudiantes trabajaran todas las características de los seres vivos.<br></p><p style="text-align: center;">TALLER 1<br></p>
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<p style="text-align: center;">Un caso: al veterinario llega un niño con su perrito para control de crecimiento, pues desde los dos Meses de edad su desarrollo es menor a lo normal. El doctor le dice que ahora está peor, ya que al no alimentarse bien, está débil y sin ganas de jugar. ¿Cómo mejorar la alimentación del perrito?<img src="data:image/jpeg;base64,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" alt="Pin on Escuela" width="438" height="330" style="width: 438px; height: 330px;"></p><p style="text-align: center;" rel="text-align: center;">Con tus conocimientos y los que a continuación encontrarás, anímate a resolver las siguientes actividades</p><p style="text-align: center;" rel="text-align: center;"><br></p>
Explicación
<p style="text-align: center;">Los <b>seres vivos</b> se caracterizan porque nacen, crecen, se reproducen y mueren. Responde a cambios en el ambiente. Necesitan agua, alimento, aire y luz solar <b>para</b> sobrevivir. Los <b>seres vivos</b> son: los <b>seres</b> humanos, animales, plantas (flores, árboles, arbustos, etc.).<br></p><p style="text-align: center;">Observa el siguiente video.</p><p style="text-align: center;">seres vivos y lo inerte / camaleón </p><p style="text-align: center;"><iframe width="500" height="281" src="//www.youtube.com/embed/1HITSsx9rZM" frameborder="0" allowfullscreen=""></iframe><br></p><p style="text-align: center;">CARACTERISTICAS DE LOS SERES VIVOS</p><p style="text-align: center;"><br></p><p>MONERA: Formado por bacterias, seres diminutos o microorganismos que viven en todo lado: el suelo, el aire, el agua, el pupitre y en otros seres vivos. Algunas causan enfermedades y otras son usadas para producir alimentos como el yogur.</p><p><br></p><p>PROTISTA: Formado por protozoos (amebas) y algas, se pueden observar con microscopio y habitan lugares húmedos. Los protozoos se alimentan de otros animales o son parásitos, y no pueden fabricar su alimento. Las algas producen su alimento con ayuda de la luz solar.</p><p><br></p><p>FUNGI: Algunos son microscópicos, como las levaduras con que se elabora el pan, y otros son grandes, como el champiñón. No todos los hongos son usados por el ser humano, ya que existen algunos venenosos. No pueden fabricar su alimento, así que absorben nutrientes de otros seres vivos u organismos que han muerto.<span></span></p><p><br></p><p>VEGETAL: Son las plantas y presentan raíces, tallo y hojas, algunas desarrollan flores y frutos. En sus hojas fabrican su alimento, usando agua, dióxido de carbono y ayuda de la luz solar. Existen plantas acuáticas, terrestres y epífitas (que crecen sobre otras plantas).</p><p><br></p><p>ANIMAL: Formado por animales como babosas, insectos, tiburones, ranas, serpientes, patos y lobos, el ser humano forma parte de este reino. No pueden producir su propio alimento, por lo tanto, consumen otros animales o plantas. Algunos, como los insectos y ranas, presentan metamorfosis.</p>
Ejercicios
<ol><li>¿Cuál función vital de los seres vivos descuidó el niño con su mascota? ¿Por qué?</li><li>Completa el cuadro con ejemplos que muestren las funciones vitales de tu animal favorito. <img 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" alt="" style="" rel=""></li><li>Termina en tu cuaderno la historia del niño y su mascota, pero en esta ocasión menciona algunas acciones que el niño realizó para recuperar el crecimiento y la energía de su perrito, teniendo en cuenta lo que has aprendido.</li></ol>
Evidencia
Evaluación
<p>En tu cuaderno realiza un dibujo de cada grupo de los seres vivos y escribe en frente en donde los podemos encontrar.</p>
Bibliografía
<p>Ministerio de Educacion- Retos para Gigantes</p>
Foro
calificable?
Activo
Actualizar