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Propósito
<p>Que el estudiante reconozca la importancia del modelo de la doble hélice para la explicación del almacenamiento y transmisión del material hereditario.</p><p>Que el estudiante Establezca relaciones entre los genes, las proteínas y las funciones celulares.</p>
Motivación
<p>Observa el siguiente video explicativo sobre la importancia del ADN en la genética de los seres vivos: </p><p><iframe width="500" height="281" src="//www.youtube.com/embed/ZmF2y3xM7Lk" frameborder="0" allowfullscreen=""></iframe><br></p>
Explicación
<p><b>LAS BIOMOLECULAS Y EL ADN</b></p><p><b></b></p><p>En el anterior apartado del taller identi?caste las estructuras que conforman el virus llamado CORONAVIRUS, puedes notar que existen varias estructuras o BIOMOLECULAS: <b>PROTEINAS, LIPIDOS Y ARN. </b>Las biomoléculas son fundamentales ya que son los componentes principales que forman a los seres vivos, los músculos por ejemplo están organizados en <b>proteínas </b>largas y fuertes que permiten ?exibilidad, elasticidad, y fuerza. <b>Los lípidos </b>son estructuras de naturaleza grasa muy importantes en los organismos ya que protegen a las células formando una membrana lipídica que impide el paso excesivo de agua y otras sustancias, los lípidos también cumplen funciones hormonales. El material genético: <b>Acido desoxirribonucleico (ADN) y Ácido ribonucleico (ARN), </b>son biomoléculas que permiten la reproducción en los seres vivos, ya que poseen la información genética necesaria para que las características físicas, ?siológicas y comportamentales pasen de un ser vivo a sus descendientes, a esto se le denomina herencia genética.</p><p>La explicación anterior te lleva a pensar que los virus siendo entidades tan pequeñas, son realmente muy complejas, y comparten con los demás seres vivos las biomoléculas: proteínas, lípidos, carbohidratos y ADN y ARN, por ello uno de los postulados más importantes del Dogma Central de la Biología Molecular es que el ADN es universal y común en todos los seres vivos.</p><h1>EL ADN Y EL DOGMA CENTRAL DE LA BIOLOGÍA MOLECULAR:<o:p></o:p></h1><p>El ADN, o ácido desoxirribonucleico, es la molécula que contiene la información genética de todos los seres vivos, incluso algunos virus. El nombre viene de su estructura. El ADN tiene una parte central con <b>un azúcar y un fosfato, </b>a la que se enlazan unas moléculas llamadas bases. <b>La desoxirribosa </b>se re?ere al azúcar, y <b>el nucleico </b>es el ácido formado por el <b>fosfato y la base nitrogenada. </b>Estas bases pueden ser de 4 tipos: <b>Adenina, Citosina, Timina y Guanina, nombradas normalmente como A, C, T, G. </b>Y el orden en que se combinen una después de la otra, es lo que codi?ca la información genética. El ADN se organiza estructuralmente en cromosomas. A nivel funcional se organiza en <b>genes, </b>que son piezas de ADN que generan características físicas especí?cas. Estas características no vienen directamente del propio ADN, sino de una molécula llamada <b>ARN, </b>formadaa partir del ADN, y codi?ca una proteína. Esto es lo que se llama el <b>dogma central de la biología molecular: </b>en el ADN hay genes que generan ARN mensajeros, y estos generan proteínas. Y esto es lo que da las diferentes características físicas que observamos en individuos, como el color de ojos, o la altura. El ARN esta formado por: Guanina (G), Citocina (C), Adenina (A) y Uracilo (U).</p><p><img src="data:image/png;base64,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
Ejercicios
<p>En el cuaderno de ciencias naturales:</p> <ul><li> Realiza un mapa conceptual completo y con colores explicando el tema de las biomoléculas, el ADN, el ARN y el dogma central de la biología molecular (apóyate en la lectura anterior).</li></ul> <ul><li>Dibuja la estructura del ARN y el ARN con todas sus partes (es el dibujo del apartado anterior). Utiliza colores.</li></ul> <ul><li>Realiza el dibujo del ADN y los cromosomas (es el dibujo del apartado anterior. Utiliza colores.EVALUACIÓN:</li></ul> <p><b></b></p> <ul><li>Explica con tus propias palabras que son las biomoléculas.</li></ul> <ul><li>Explica la importancia del material genético ADN y ARN.</li></ul> <ul><li>En un esquema explica el Dogma Central de la Biología Molecular.</li></ul>
Evidencia
Evaluación
<p>Los ejercicios resueltos deben ser enviados al correo:yuyismarthatrabajos@gmail.com</p>
Bibliografía
<p><a href="http://sinapsis.club/web/ADN%20Y%20DOGMA%20CENTRAL%20DE%20LA%20BIOLOGIA%20MOLECULAR">ADN Y DOGMA CENTRAL DE LA BIOLOGIA MOLECULAR</a></p><p><a href="http://sinapsis.club/web/uploads/9120/8d1918ce7d-repasocelula-adn-arn-codigogenetico.pdf">8d1918ce7d-repasocelula-adn-arn-codigogenetico.pdf</a></p>
Foro
calificable?
Activo
Actualizar