tag:blogger.com,1999:blog-19367852615439470172024-03-19T10:38:55.272+01:00ESTALAYO BIOLOGÍAAlicia Estalayohttp://www.blogger.com/profile/09648400375249514026noreply@blogger.comBlogger4125tag:blogger.com,1999:blog-1936785261543947017.post-38685970606485700922012-03-13T12:26:00.000+01:002012-03-17T00:19:16.835+01:00TEMA 4: Función de nutrición (El sistema excretor)<div style="color: purple; font-family: Times,"Times New Roman",serif;">
<b><span style="font-size: small;">Contesta a las siguientes preguntas</span></b></div>
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<b><span style="font-size: small;">1. <span style="color: #783f04;">a) ¿Qué diferencia existe entre los siguientes términos: excreción, defecación y secreción?</span></span></b></div>
<span style="font-size: small;"><u><b>EXCRECIÓN:</b> </u>Eliminación de sustancias de desecho procedentes de la actividad de las células.</span></div>
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<span style="font-size: small;"><u><b>DEFECACIÓN: </b></u>Expulsión anal de los excrementos. </span></div>
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<span style="font-size: small;"><b><u>SECRECCIÓN: </u></b>Separación de glándulas y sustancias que segregan.</span></div>
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<b><span style="font-size: small;">b) Las glándulas sudoríparas de la piel ¿Qué función realizan, secreción o excreción?</span></b></div>
<span style="font-size: small;">Las glándulas sudoríparas se encargan de eliminar las sustancias de desecho, en este caso el sudor, por lo tanto realizan el proceso de excreción.</span><br />
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<b><span style="font-size: small;">c) ¿Qué aparatos desempeñan funciones excretoras en el cuerpo humano?</span></b></div>
<span style="font-size: small;">Las vías de excreción quienes se encargan de expulsar el dióxido de carbono mediante las vías respiratorias, el sudor mediante las glándulas sudoríparas, y el aparato renal o urinario que expulsa orina, restos de medicinas, toxinas , drogas...</span></div>
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<b><span style="font-size: small;">d) ¿Qué son y dónde se producen las sustancias de desecho?</span></b></div>
<span style="font-size: small;">Las sustancias de desecho son aquellas que no necesita nuestro organismo y se producen en las reacciones metabólicas.</span><br />
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<span style="font-size: small;"><b><span style="color: #783f04;"><span style="color: #660000;">2. </span>a) Nombra las diferentes partes del dibujo</span></b>.</span><br />
<span style="font-size: small;">1- Riñones</span></div>
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<span style="font-size: small;">2- Uréteres</span></div>
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<span style="font-size: small;">3- Vejiga </span><br />
<span style="font-size: small;">4- Uretra</span><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgNfbvX-OXgGPsvd1DrXx3ofMw_z1pEgv3Qrjey1NzVlr_LjKqT6ZdEkvx09Z5iUslWLSVsC-RpVmu9BDX8vZR_903OKRwUZqVlVGuk9o_OWSzVZma13e55Mg1uzkDkwBTl6tlwjHNGS9Y/s1600/aparato+urinario-m.jpg" style="margin-left: 1em; margin-right: 1em;"><img alt="" border="0" closure_uid_qqmmj8="2" id="BLOGGER_PHOTO_ID_5482223684338460866" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgNfbvX-OXgGPsvd1DrXx3ofMw_z1pEgv3Qrjey1NzVlr_LjKqT6ZdEkvx09Z5iUslWLSVsC-RpVmu9BDX8vZR_903OKRwUZqVlVGuk9o_OWSzVZma13e55Mg1uzkDkwBTl6tlwjHNGS9Y/s1600/aparato+urinario-m.jpg" style="float: left; margin: 0pt 10px 10px 0pt;" /></a></div>
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<span style="font-size: small;"> </span><b><span style="font-size: small;">b) Indica las diferencias entre la uretra del hombre y la de la mujer.</span></b></div>
<span style="font-size: small;">Se diferencian principalmente en la longitud, en las mujeres su longitud es de 6 cm. y en los hombres de 15 cm. aproximadamente, además en las mujeres desemboca en la vulva y en los hombres recorre el interior del pene.</span><br />
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<b><span style="font-size: small;"><span style="color: #660000;">3. </span>¿Qué función tiene el aparato renal? ¿Qué ocurriría si dejase de funcionar?</span></b></div>
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<span style="font-size: small;">Se encarga de expulsar residuos, oxígeno, toxinas, drogas...</span></div>
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<span style="font-size: small;">Si dejase de funcionar no sería capaz de cumplir su función depuradora.</span><br />
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<b><span style="font-size: small;"><span style="color: #660000;">4.</span> Relaciona los distintos órganos con las funciones que desempeña</span></b></div>
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<span style="font-size: small;"><u><b>RIÑÓN:</b></u> En ellos se forma la orina.</span></div>
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<span style="font-size: small;"><u><b>URÉTERES:</b></u> Recogen la orina fabricada en cada riñón.</span></div>
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<span style="font-size: small;"><u><b>URETRA: </b></u>Lleva la orina desde la vejiga al exterior.</span><br />
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<b><span style="font-size: small;"><span style="color: #660000;">5. </span>Rotula correctamente el siguiente dibujo</span></b></div>
<span style="font-size: small;"> </span><img alt="" 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" /><br />
<span style="font-size: small;">1- Arteria renal</span></div>
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<span style="font-size: small;">2- Vena renal</span></div>
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<span style="font-size: small;">3- Uréter</span></div>
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<span style="font-size: small;">4- Uréteres</span></div>
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<span style="font-size: small;">5- Cápsula renal</span></div>
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<span style="font-size: small;">6- Corteza renal</span></div>
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<span style="font-size: small;">7- Médula renal</span><span style="font-size: small;"></span></div>
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<span style="font-size: small;">8- Cáliz renal</span></div>
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<span style="font-size: small;">9- </span><span style="font-size: small;">Pirámides renales</span></div>
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<span style="font-size: small;">10-</span><br />
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<span style="color: #783f04; font-weight: bold;"><span style="font-weight: bold;"><span style="color: #660000;">6.</span> ¿Cómo se llama la unidad funcional que compone a los riñones?</span></span><span style="font-size: small;"> </span><br />
<span style="font-size: small;">La unidad funcional que compone a los riñones es la nefrona, pues el funcionamiento del riñón depende de la acción conjunta de todas ellas.</span><br />
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<span style="font-weight: bold;"><span style="font-weight: bold;"><span style="color: #660000;">7. </span>Indica el nombre que reciben las partes indicadas con letras y números en el dibujo.</span></span></div>
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" /><br />
<br />
A- CORTEZA<br />
1- Tubo contorneado proximal<br />
2- Glomérulo<br />
3- Cápsula de Bowman<br />
4-Tubo contorneado distal<br />
5- Arteria y vena renal<br />
<br />
B- TUBO <br />
6- Tubo colector<br />
7- Red capilar<br />
8- Asa de Henle<br />
<div style="color: #783f04;">
<br /></div>
<div style="color: #783f04;">
<br /></div>
<div style="color: #783f04;">
<span style="color: #660000; font-weight: bold;"><span style="font-weight: bold;">8.</span></span><span style="font-weight: bold;"><span style="font-weight: bold;"><span style="color: #660000;">
</span> Observando el dibujo siguiente, da una explicación al aspecto
granulado que posee la corteza y al aspecto rayado que se observa en la
médula.</span></span></div>
<br />
<br />
<img alt="" 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" /><br />
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La corteza posee un aspecto granulado, pues envuelve totalmente la zona medular en la que se distinguen una zona periférica bajo la cápsula que no contiene glomérulos y una zona de aspecto granular situada justo encima de las bases de las pirámides.<br />
La médula esta constituida por sectores triangulares cuyos vértices apuntan hacia la pelvis renal, tiene aspecto fibroso.<br />
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<span style="font-weight: bold;"><span style="font-weight: bold;"><span style="color: #660000;">9.</span> a) Explica brevemente que se entiende por filtrado glomerular</span></span></div>
La filtración glomerular es una de las fases de la formación de la orina.<br />
La presión de la sangre en el interior de los capilares glomerulares es elevada, por lo que parte del líquido de la sangre, con las sustancias sencillas que lleva disueltas, sale de los capilares y pasa al interior de la cápsula. El líquido obtenido, desprovisto de células sanguíneas y de moléculas grandes, es el filtrado glomerular.<br />
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<span style="color: #993399; font-weight: bold;"><span style="color: #333333; font-weight: bold;"><span style="color: black;">b) ¿Por qué es imprescindible el proceso de reabsorción en los túbulos renales?</span></span></span><br />
Es imprescindible porque el filtrado glomerular contiene urea y otras sustancias tóxicas que deben ser eliminadas, pero además hay otras sustancias nutritivas que no conviene ser perdidas, para que eso no ocurra se produce esta reabsorción. Además también se absorbe bastante agua, para que no se pierda demasiada. El agua y las sustancias vuelven a la sangre a través de la red capilar peritubular. Las sustancias tóxicas y el agua que no han sido reabsorbidas se expulsan al exterior.<br />
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<div style="color: #783f04;">
<span style="font-weight: bold;"><span style="font-weight: bold;"><span style="color: #660000;">10.</span>
Apoyándote en los esquemas siguientes, en los que se representa el
proceso de formación de la orina, contesta las preguntas que se
formulan.</span></span></div>
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" /><br />
<br />
<div style="color: #783f04;">
<span style="font-weight: bold;"><span style="font-weight: bold;">a) ¿En qué lugar de la nefrona se produce el filtrado?</span></span></div>
En el glomérulo.<br />
<span style="color: #783f04; font-weight: bold;"><span style="font-weight: bold;">b) ¿Qué estructuras intervienen?</span></span><br />
Intervienen los capilares y la cápsula.<br />
<span style="color: #783f04; font-weight: bold;"><span style="font-weight: bold;">c) ¿Qué sustancias se filtran?</span></span><br />
Se filtra la sangre.<br />
<span style="color: #783f04; font-weight: bold;"><span style="font-weight: bold;">d) ¿Cuál es la dirección de filtrado?</span></span><br />
<span style="color: #993399;"><span style="color: #333333;"><span style="color: black;">La sangre se filtra por la arteria y vena renal, pasando por el glomérulo donde sale purificada, luego continúa realizando el proceso de reabsorción.</span></span></span><br />
<div style="color: #783f04;">
<span style="font-weight: bold;"><span style="font-weight: bold;">e) ¿En qué lugar de la nefrona sucede la reabsorción?</span></span></div>
<span style="color: #993399; font-weight: bold;"><span style="color: #333333; font-weight: bold;"><span style="color: black;"> </span></span></span>En la membrana.<br />
<span style="color: #783f04; font-weight: bold;"><span style="font-weight: bold;">f) ¿Qué sustancias se reabsorben?</span></span><br />
Se reabsorben agua, nutrientes y desechos.<br />
<span style="color: #783f04; font-weight: bold;"><span style="font-weight: bold;">g) ¿Cuál es la dirección de reabsorción?</span></span><br />
Tras el proceso de filtración pasa por el tubo contorneado proximal hasta llegar al tubo de Henle, a continuación pasa por el tubo contorneado distal y finalmente pasa por el tubo colector.<br />
<span style="color: #783f04; font-weight: bold;"><span style="font-weight: bold;">h) ¿Dónde se reabsorbe la mayor parte del agua?</span></span><br />
<span style="color: #993399;"><span style="color: #333333;"><span style="color: black;">En el tubo colector.</span></span></span><br />
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<span style="color: #993399; font-weight: bold;"><span style="color: #333333; font-weight: bold;"><span style="color: black;"><span style="color: #660000;">19. </span><span style="color: #783f04;">Describe la trayectoria de una molécula de urea desde que se forma en el hígado hasta que es eliminada por la orina.</span></span></span></span><br />
<span style="color: #993399;"><span style="color: #333333;"><span style="color: black;">Tras haberse formado esa molécula, fluirá por la pelvis renal y los uréteres, hasta un depósito donde se acumula la orina, llamado vejiga hasta ser expulsado por la uretra al exterior.</span></span></span><br />
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<span style="color: #993399; font-weight: bold;"><span style="color: #333333; font-weight: bold;"><span style="color: black;"><span style="color: #660000;">20. </span><span style="color: #783f04;">Rellena los conceptos y nombres que faltan en el siguiente esquema</span></span></span></span><br />
<span style="color: #993399; font-weight: bold;"><span style="color: #333333; font-weight: bold;"><span style="color: black;"> </span></span></span><img alt="" 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" /><span style="color: #993399;"><span style="color: #333333;"><span style="color: black;"> </span></span></span><br />
<span style="color: #993399;"><span style="color: #333333;"><span style="color: black;">La hemodiálisis es el p</span></span></span><span class="eAcep">aso de la sangre a través de membranas semipermeables para liberarla de
productos perjudiciales, como la
urea.</span><br />
<span class="eAcep">El proceso dura de tres a cinco horas cada sesión.</span><br />
<span style="color: #993399; font-weight: bold;"><span style="color: #333333; font-weight: bold;"><span style="color: black;"></span></span></span></div>
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</div>
</div>Alicia Estalayohttp://www.blogger.com/profile/09648400375249514026noreply@blogger.com1tag:blogger.com,1999:blog-1936785261543947017.post-82548941425574285572012-02-22T20:39:00.000+01:002012-03-16T18:12:26.339+01:00TEMA 3: FUNCIÓN DE NUTRICIÓN (El aparato respiratorio)<div style="color: black; font-family: Times,"Times New Roman",serif; text-align: justify;">
<b><span style="font-size: small;">Contesta las siguientes preguntas: </span></b></div>
<div style="color: #783f04; font-family: Times,"Times New Roman",serif; text-align: justify;">
<b><span style="font-size: small;"><span style="color: #660000;">1. </span>Ordena adecuadamente las palabras y símbolos para formar el proceso analizado en el tema y contesta: </span></b></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgXqWbkaDZbbSs_ElitYgrLzGuEID2T2hxAZQ7f_Kb1o2IqDgf0QN1RAo34gDhvURUGXN5yScFY_xBN4gbUW3pOsnhzCPSOOZl-EoynPddowu6oSkYkYlv9Wxx1I3pJMMi8zHLt3DBEbz32/s1600/ejercicio1.png" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgXqWbkaDZbbSs_ElitYgrLzGuEID2T2hxAZQ7f_Kb1o2IqDgf0QN1RAo34gDhvURUGXN5yScFY_xBN4gbUW3pOsnhzCPSOOZl-EoynPddowu6oSkYkYlv9Wxx1I3pJMMi8zHLt3DBEbz32/s1600/ejercicio1.png" /></a></div>
<div style="color: black; font-family: Times,"Times New Roman",serif; text-align: justify;">
<span style="font-weight: bold;"><span style="font-weight: bold;"><br /></span></span></div>
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<span style="font-weight: bold;"><span style="font-weight: bold;"><br /></span></span></div>
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El orden correcto sería<span style="font-weight: bold;"><span style="font-weight: bold;">: </span></span><br />
<span style="color: orange;">ALIMENTOS</span> <span style="color: magenta;">+</span><span style="color: #6aa84f;"> OXÍGENO (O</span><sub style="color: #6aa84f;">2</sub><span style="color: lime;"><span style="color: #6aa84f;">)</span><span style="color: magenta;"> </span></span><span style="color: magenta;">==> </span><span style="color: #ffd966;">ENERGÍA</span> <span style="color: magenta;">+</span> <span style="color: #666666;">CO</span><sub style="color: #666666;">2</sub> <span style="color: magenta;">+</span> <span style="color: #3d85c6;">AGUA (H2O)</span>
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<span style="font-weight: bold;"><span style="font-weight: bold;">a) ¿De qué proceso se trata?</span></span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 14pt; line-height: 115%;"></span>Se trata de la respiración celular.<br />
<span style="font-weight: bold;"><span style="font-weight: bold;">b) ¿Dónde tiene lugar?</span></span></div>
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Este proceso tiene lugar en las mitocondrias.<br />
<span style="font-weight: bold;"><span style="font-weight: bold;">c) ¿Es realizado por todos los seres vivos? ¿Para qué?</span></span></div>
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Sí, es realizado por todos los seres vivos, ya que a través de este proceso se obtiene la materia y la energía almacenada en los alimentos que necesita el organismo.</div>
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<span style="font-weight: bold;"><span style="font-weight: bold;"><span style="color: #660000;">2.</span> <span style="color: #783f04;">Indica el nombre de las distintas partes que se indican en el dibujo.</span></span></span></div>
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<span style="font-weight: bold;"><span style="font-weight: bold;">1- </span></span>Fosas nasales</div>
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<span style="font-weight: bold;"><span style="font-weight: bold;">2- </span></span>Laringe</div>
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<span style="font-weight: bold;"><span style="font-weight: bold;">3- </span></span>Tráquea</div>
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<span style="font-weight: bold;"><span style="font-weight: bold;">4- </span></span>Pulmón (izquierdo)</div>
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<span style="font-weight: bold;"><span style="font-weight: bold;">5- </span></span>Faringe</div>
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<span style="font-weight: bold;"><span style="font-weight: bold;">6- </span></span>Bronquio</div>
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<b>7-</b><span style="font-weight: bold;"><span style="font-weight: bold;"> </span></span>Bronquiolos</div>
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<span style="font-weight: bold;"><span style="font-weight: bold;"><span style="color: #660000;">3. </span><span style="color: #783f04;">Pon nombres al dibujo y contesta:</span></span></span></div>
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<span style="font-weight: bold;"><span style="font-weight: bold;"> </span></span><span style="font-weight: bold;"><span style="font-weight: bold;"> </span></span></div>
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1- Seno esfenoidal</div>
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2- Seno frontal</div>
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3- Cavidad nasal</div>
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4- Orificio nasal</div>
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5- Hueso hioides</div>
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6- Tráquea</div>
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7- Epiglotis</div>
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8- Laringofaringe</div>
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9- Orofaringe</div>
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10- Nasofaringe</div>
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11- Coana</div>
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12- Cornetes</div>
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<span style="font-weight: bold;"><span style="font-weight: bold;"><br />a) ¿Para qué se produce el estornudo o la tos cuando nos acatarramos?</span></span></div>
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Se produce para deshacerse de las partículas de polvo ingresadas.<span style="font-weight: bold;"><span style="font-weight: bold;"><br />b) ¿Qué misión tiene la epiglotis?</span></span></div>
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Su misión es evitar que entren sustancias sólidas al sistema respiratorio.<br />
<span style="font-weight: bold;"><span style="font-weight: bold;">c) ¿Existe algún órgano común al aparato respiratorio y digestivo? ¿Cuál?</span></span></div>
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Sí, la faringe, pues conecta la cavidad nasal con la tráquea y la cavidad bucal con el esófago.<span style="font-weight: bold;"><span style="font-weight: bold;"><br />d) ¿Por qué es importante tomar aire por la nariz?</span></span></div>
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Porque las <i>fosas nasales</i> están revestidas de pelo y mucosas húmedas,
ambas sirven para quitar el polvo retenido.<br />
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<span style="color: #993399; font-weight: bold;"><span style="color: #333333; font-weight: bold;"><span style="color: black;"><span style="color: #660000;">4.</span> <span style="color: #783f04;">Pon los nombres al dibujo e indica y contesta.</span><br />a) ¿Qué son y para qué valen las cuerdas vocales?</span></span></span><br />
<span style="color: #993399;"><span style="color: #333333;"><span style="color: black;">Las cuerdas vocales son dos repliegues musculares superpuestos situados en el interior de la faringe cuya función es permitir la emisión de sonidos al vibrar por el paso del aire.</span></span></span><span style="color: #993399; font-weight: bold;"><span style="color: #333333; font-weight: bold;"><span style="color: black;"><br />b) ¿Por qué la tráquea posee anillos cartilaginosos? ¿De qué nos protege?</span></span></span><br />
<span style="color: #993399;"><span style="color: #333333;"><span style="color: black;">Posee anillos cartilaginosos para no dificultar el paso de los alimentos por el esófago, que queda por detrás. Estos anillos cartilaginosos nos protegen de morir asfixiados.</span></span></span><br />
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<span style="color: #993399;"><span style="color: #333333;"><span style="color: black;">1- Epiglotis (en ambos dibujos)</span></span></span><br />
<span style="color: #993399;"><span style="color: #333333;"><span style="color: black;">2- Hueso hioides (en ambos dibujos)</span></span></span><br />
<span style="color: #993399;"><span style="color: #333333;"><span style="color: black;">3- Membrana cricotiroidea</span></span></span><br />
<span style="color: #993399;"><span style="color: #333333;"><span style="color: black;">4- Membrana tirohioidea</span></span></span><br />
<span style="color: #993399;"><span style="color: #333333;"><span style="color: black;">5- Cartílago tiroides (en ambos dibujos)</span></span></span><br />
<span style="color: #993399;"><span style="color: #333333;"><span style="color: black;">6- Cartílago corniculado</span></span></span><br />
<span style="color: #993399;"><span style="color: #333333;"><span style="color: black;">7- Cartílago aritenoides</span></span></span><br />
<span style="color: #993399;"><span style="color: #333333;"><span style="color: black;">8- Cartílago cricoides (en ambos dibujos)</span></span></span><br />
<span style="color: #993399;"><span style="color: #333333;"><span style="color: black;">9- Tráquea (en ambos dibujos)</span></span></span><br />
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<span style="color: #993399; font-weight: bold;"><span style="color: #333333; font-weight: bold;"><span style="color: black;"><span style="color: #660000;">5. </span><span style="color: #783f04;">Indica la función que realizan las distintas estructuras indicadas en el dibujo</span></span></span></span><br />
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<span style="color: #993399; font-weight: bold;"><span style="color: #333333; font-weight: bold;"><span style="color: black;">LAS FUNCIONES DE LAS ESTRUCTURAS DEL PULMÓN SON: </span></span></span><br />
<span style="color: black;"><u><b>ALVÉOLO: </b></u>Lugar donde sucede el intercambio gaseoso entre la sangre y el aire.</span><br />
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<span style="color: black;"><u><b>ARTERIA PULMONAR: </b></u>Su función es llevar la sangre desoxigenada a los pulmones.</span><br />
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<u><b>BRONQUIOLO TERMINAL</b></u>: Ramificación final y más fina de los bronquios que se abre en los alveolos pulmonares. No tiene soporte de cartílago.</div>
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<u><b>BRONQUIOS:</b></u><span style="color: black;"> Cada uno de los dos conductos fibrocartilaginosos en que se bifurca la tráquea y
que entran en los pulmones. Tiene anillos cartilaginosos para impedir el colapso durante la inspiración.</span></div>
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<span style="color: #993399;"><span style="color: #333333;"><span style="color: black;"><u><b>CAVIDAD PLEURAL:</b></u> Permite a los pulmones adaptarse a los movimientos de la ventilación pulmonar.</span></span></span><br />
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<u><b>CORAZÓN: </b></u>Impulsa la circulación pulmonar.</div>
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<u><b>CORTE DE LAS COSTILLAS: </b></u>Su función es proteger los pulmones y el corazón.</div>
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<u><b>DIAFRAGMA MUSCULAR ABOVEDAD<span style="font-size: small;">O:</span></b></u><span style="font-size: small;"><b style="font-family: Times,"Times New Roman",serif;"> </b><span style="font-family: Times,"Times New Roman",serif;"><span style="font-family: Times,"Times New Roman",serif;">Cuando se contrae aumenta el volumen del tórax.</span></span></span><span style="font-family: Arial; font-size: 10pt;"></span><br />
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<u><b>EPIGLOTIS: </b></u>Su función es el cubrimiento de la tráquea durante la deglución para impedir la entrada de comida a los pulmones:<br />
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<u><b>ESTERNÓN: </b></u>Su función es la fijación ventral de las costillas.</div>
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<u><b>HUESOS TURBINALES:</b></u><b> </b>Cuya función es dirigir el flujo de aire de forma que el aire inspirado se calienta y humedece.</div>
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<u><b>LARINGE:</b></u> La laringe une la faringe con la tráquea. Su pared está compuesta de piezas cartilaginosas, una de las cuales, la <b>epiglotis</b>, impide el paso de alimentos al aparato respiratorio durante la deglución y el vómito. En su pared interna posee una serie de repliegues constituidos por ligamentos insertados en músculos que forman las <b>cuerdas vocales</b>, quienes emiten la emisión de sonidos al vibrar por el paso del aire.</div>
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<u><b>MEMBRANA DE LA PLEURA: </b></u>La membrana de la pleura reduce la fricción, ya que los pulmones se mueven en el pecho, lo cual es la causa de ser húmeda.</div>
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<u><b>MUCOSA DE EPITELIO CILIADO: </b></u>Su función es atrapar y eliminar patógeno, partículas de polvo y humo.</div>
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<u><b>MÚSCULOS INTERCOSTALES EXTERNOS: </b></u>Esta estructura tiene como función contraerse para elevar el tórax hacia arriba y hacia afuera.</div>
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<u><b>PALADAR: </b></u>Separa las cavidades nasal y bucal permitiendo la respiración y la alimentación al mismo tiempo. </div>
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<u><b>PELOS NASALES:</b></u> Atrapan partículas de polvo y algunos patógenos aéreos.</div>
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<span style="color: #993399;"><span style="color: #333333;"><span style="color: black;"><u><b>TRÁQUEA:</b></u> Su principal misión es la conducción del aire. </span></span></span><br />
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<span style="color: #993399;"><span style="color: #333333;"><span style="color: black;"><u><b>VENA PULMONAR: </b></u>Devuelve la sangre oxigenada al corazón. </span></span></span><br />
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<span style="color: #993399; font-weight: bold;"><span style="color: #333333; font-weight: bold;"><span style="color: black;"><span style="color: #660000;">6. </span><span style="color: #783f04;">Contesta:</span><br />a) ¿Qué diferencias existen entre el pulmón derecho e izquierdo?</span></span></span><span style="color: #993399;"><span style="color: #333333;"><span style="color: black;"> </span></span></span><br />
<span style="color: #993399;"><span style="color: #333333;"><span style="color: black;">La principal diferencia es su tamaño, el pulmón izquierdo es más pequeño, pues posee dos lóbulos, ya que deja espacio para el corazón, en cambio, el pulmón derecho es un poco más corto y ancho y tiene tres lóbulos. Además el pulmón derecho se encuentra más alto que el izquierdo, debido a la presencia del hígado debajo de dicho pulmón.</span></span></span><br />
<span style="color: #993399;"><span style="color: #333333;"><span style="color: black;">Otra diferencia es que en el lado derecho la arteria subclavia se encuentra por delante del vértice, mientras que en el izquierdo su porción es más medial.</span></span></span><br />
<span style="color: #993399; font-weight: bold;"><span style="color: #333333; font-weight: bold;"><span style="color: black;"><br />b) ¿Que son las pleuras? ¿Qué función realiza el líquido pleural?</span></span></span><br />
<span style="color: #993399;"><span style="color: #333333;"><span style="color: black;">Las pleuras son membranas de tejido conjuntivo, elásticas, que facilitan el movimiento de los pulmones dentro de la cavidad torácica y evita que los pulmones toquen directamente con la pared interna de la caja torácica.</span></span></span><br />
<span style="color: #993399;"><span style="color: #333333;"><span style="color: black;">El líquido pleural tiene función de lubricante.</span></span></span><br />
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<span style="color: #993399; font-weight: bold;"><span style="color: #333333; font-weight: bold;"><span style="color: black;"><span style="color: #660000;">7. </span><span style="color: #783f04;">Resumen: Pon nombre a todos los números que aparecen en la imagen:</span></span></span></span><br />
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1- Seno frontal (seno paranasal)</div>
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2- Seno esfenoidal (seno paranasal)</div>
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3- Cavidad nasal</div>
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4- Coana</div>
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5- Nasofaringe</div>
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6- Larinofaringe</div>
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7- Hueso hioides</div>
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8- Epiglotis</div>
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9- Esófago</div>
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10- Tráquea</div>
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11- Cavidad torácica</div>
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12- Pulmón izquierdo</div>
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13- Pulmón derecho</div>
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14- Bronquios</div>
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15- Bronquiolos</div>
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16- Bronquiolo respiratorio</div>
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17- Alvéolos</div>
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18- Red de elastina alveolar</div>
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19- Costillas</div>
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20- Pleura parietal</div>
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21- Pleura visceral</div>
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22- Cavidad pleural</div>
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23- Esternón</div>
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24- Columna vertebral</div>
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25- Diafragma<br />
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<span style="color: #993399; font-weight: bold;"><span style="color: #333333; font-weight: bold;"><span style="color: black;"><span style="color: #660000;">8. </span><span style="color: #783f04;">Describe el movimiento respiratorio que tiene lugar en cada uno de los esquemas:</span><br />Esquema A:<br />a) Tipo de movimiento: </span></span></span><span style="color: #993399;"><span style="color: #333333;"><span style="color: black;">Corresponde a la inspiración (entrada del aire)</span></span></span><span style="color: #993399; font-weight: bold;"><span style="color: #333333; font-weight: bold;"><span style="color: black;"><br />b) Estructuras que intervienen: </span></span></span><br />
<span style="color: #993399; font-weight: bold;"><span style="color: #333333; font-weight: bold;"><span style="color: black;">c) Modo de actuación de dichas estructuras</span></span></span><span style="color: #993399; font-weight: bold;"><span style="color: #333333; font-weight: bold;"><span style="color: black;"></span></span></span><br />
<span style="color: #993399;"><span style="color: #333333;"><span style="color: black;">Intervienen los músculos intercostales que elevan las costillas, el diafragma se contrae haciéndose mas plano, el esternón que se proyecta hacia adelante y los pulmones que se expanden.</span></span></span><span style="color: #993399; font-weight: bold;"><span style="color: #333333; font-weight: bold;"><span style="color: black;"><br /></span></span></span><span style="color: #993399; font-weight: bold;"><span style="color: #333333; font-weight: bold;"><span style="color: black;">Esquema B:<br />a) Tipo de movimiento: </span></span></span><span style="color: #993399;"><span style="color: #333333;"><span style="color: black;">Corresponde a la espiración (salida del aire)</span></span></span><span style="color: #993399; font-weight: bold;"><span style="color: #333333; font-weight: bold;"><span style="color: black;"><br />b) Estructuras que intervienen<br />c) Modo de actuación de dichas estructuras</span></span></span><br />
<span style="color: #993399;"><span style="color: #333333;"><span style="color: black;">Intervienen los intercostales internos, quienes relajan el tórax y hacen descender las costillas, el diafragma que se relaja, se curva y sube, los trasversos torácicos hacen descender las costillas, el esternón se mueve hacia atrás y los pulmones se contraen.</span></span></span><span style="color: #993399; font-weight: bold;"><span style="color: #333333; font-weight: bold;"><span style="color: black;"><br /></span></span></span><br />
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<span style="color: #993399; font-weight: bold;"><span style="color: #333333; font-weight: bold;"><span style="color: black;"><span style="color: #660000;">9. </span><span style="color: #783f04;">¿Qué diferencia existe entre el aire inspirado y el espirado? ¿Puede una persona regular los movimientos respiratorios? ¿Cómo?</span></span></span></span><br />
<span style="color: #993399;"><span style="color: #333333;"><span style="color: black;">Se diferencian en que el aire inspirado es aquel aire del exterior que entra en los pulmones, es muy rico en oxígeno y pobre en dióxido de carbono y el aire espirado es aquel que se expulsa al exterior, es menos rimo en oxígeno y más rico en dióxido de carbono. </span></span></span><br />
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<span style="color: #993399;"><span style="color: #333333;"><span style="color: black;">Sí, se puede controlar voluntariamente, acelerándolo o interrumpiéndolo, pero solo hasta que la concentración de CO2 en la sangre se eleva demasiado, lo que activa el centro respiratorio del cerebro, desencadenando el mecanismo reflejo de la respiración.</span></span></span><br />
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<span style="color: #993399;"><span style="color: #333333;"><span style="color: black;"></span></span></span><span style="font-family: arial;"><br /></span><br />
<span style="color: #993399; font-weight: bold;"><span style="color: #333333; font-weight: bold;"><span style="color: black;"><span style="color: #660000;">10.</span> <span style="color: #783f04;">¿Qué características debe reunir la superficie respiratoria?</span></span></span></span><br />
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La superficie respiratoria debe cumplir las siguientes características:</div>
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- Las paredes del órgano donde se produce el intercambio de gases deben ser delgadas.</div>
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- La superficie debe estar húmeda, ya que el agua facilita la difusión.</div>
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- La zona adyacente debe estar muy irrigada, es decir, con mucho líquido del medio interno del animal, de forma que los gases puedan ser captados o expulsados rápidamente.</div>
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-Se necesita un mecanismo de ventilación que renueve el intercambio de gases.</div>
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<span style="color: #993399; font-weight: bold;"><span style="color: #333333; font-weight: bold;"><span style="color: black;"><span style="color: #660000;">11.</span><span style="color: #783f04;"><span style="color: #660000;"> </span>El esquema representa un alvéolo y el capilar que pasa junto a él</span></span></span></span><br />
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<span style="color: #993399; font-weight: bold;"><span style="color: #333333; font-weight: bold;"><span style="color: black;"><br /></span></span></span><br />
<span style="color: #993399; font-weight: bold;"><span style="color: #333333; font-weight: bold;"><span style="color: black;">a) Indica en cuál de los dos hay más concentración de oxígeno:</span></span></span><br />
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Habrá más concentración de oxígeno en el alvéolo pulmonar, ya que después de circular por las vías respiratorias el aire inspirado penetra en ellos donde el oxígeno atraviesa las membranas alveolar y
capilar, pasando a los hematíes y fijándose en la hemoglobina de éstos. </div>
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<span style="font-weight: bold;"><span style="font-weight: bold;">b) ¿Y más concentración de CO2?</span></span></div>
<span style="color: black; font-family: Times,"Times New Roman",serif; font-size: small;">El capilar sanguíneo, puesto que el
dióxido de carbono sigue el camino inverso, y se expulsa en la espiración</span><br />
<span style="color: #993399; font-weight: bold;"><span style="color: #333333; font-weight: bold;"><span style="color: black;">c) </span></span></span><span style="color: #993399; font-weight: bold;"><span style="color: #333333; font-weight: bold;"><span style="color: black;">Ayudándote con las letras marcadas en el dibujo, indica cómo se produce el intercambio de gases.</span></span></span><br />
<span style="color: #993399;"><span style="color: #333333;"><span style="color: black;">El aire que entra en el alvéolo, tiene un contenido alto de oxígeno y una cantidad pequeña de dióxido de carbono. Como las paredes del capilar sanguíneo y del alvéolo son muy delgadas, estos gases se mueven del lugar en el que están más concentrados al lugar en el que lo están menos. El exceso de CO2 de la sangre pasa al alvéolo y es expulsado en la espiración. El oxígeno del alvéolo pasa a enriquecer la sangre, y por medio de esta se reparte a las células de todo el cuerpo. </span></span></span><span style="color: #993399; font-weight: bold;"><span style="color: #333333; font-weight: bold;"><span style="color: black;"><br /></span></span></span><br />
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<span style="color: #660000; font-weight: bold;"><span style="font-weight: bold;">12. </span></span><span style="color: #783f04; font-weight: bold;"><span style="font-weight: bold;">El esquema representa una célula y el capilar que pasa junto a ella</span></span><span style="font-weight: bold;"><br /><span style="color: black;">¿Cómo
crees que se va a producir el intercambio de gases (Ayúdate con las
letras indicadas en el dibujo)? ¿Corresponde con el que se produjo en
los alvéolos durante la respiración?</span></span><br />
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<span style="color: black;">No, porque la letra A corresponde al dióxido de carbono, el cual pasa de la célula al capilar sanguíneo y por lo tanto la letra B que corresponde al oxígeno pasa del capilar sanguíneo a la célula. </span><br />
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<span style="font-weight: bold;"><span style="color: black;"><span style="color: #660000;">13. </span><span style="color: #783f04;">Indica de las siguientes características, cuáles poseen los pulmones para favorecer el intercambio de gases</span><br />a) Tejidos gruesos que evitan las pérdidas de gases<br />b) Paredes delgadas y siempre húmedas<br />c) Superficies de contacto secas para favorecer la difusión<br />d) Importante irrigación sanguínea<br />e) Gran superficie de contacto con el medio</span></span><br />
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<span style="color: black;">Los pulmones poseen estas características:</span><br />
<span style="color: black;">- Paredes delgadas y siempre húmedas.</span><br />
<span style="color: black;">- Importante irrigación sanguínea.</span><br />
<span style="color: black;">- Gran superficie de contacto con el medio </span><br />
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<span style="color: #660000; font-weight: bold;">1</span><span style="font-weight: bold;"><span style="color: black;"><span style="color: #660000;">4. </span><span style="color: #783f04;">Indica si las siguientes afirmaciones son verdaderas o falsas, razonando la respuesta</span><br />a) El dióxido de carbono del aire pasa a la sangre - </span></span><span style="color: black;">Falso, pasa de la sangre al aire.</span><span style="font-weight: bold;"><span style="color: black;"><br />b) El oxígeno de la sangre pasa al medio exterior - </span></span><span style="color: black;">Falso, el oxígeno del aire se incorpora a la sangre.</span><span style="font-weight: bold;"><span style="color: black;"><br />c) Los movimientos respiratorios son los responsables de producir corrientes de aire entre el organismo y el medio - </span></span><span style="color: black;">Verdadero, mediante la inspiración el aire entra a los pulmones y mediante la espiración, el aire sale de los pulmones al medio externo, se renueva el aire.</span><span style="font-weight: bold;"><span style="color: black;"><br />d) La renovación de los gases respiratorios en el organismo se lleva a cabo por la sangre. - </span></span><span style="color: black;">Verdadero, el oxígeno pasa del exterior a la sangre y el dióxido de carbono de la sangre al exterior.</span><br />
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<span style="color: #660000; font-weight: bold;">1</span><span style="font-weight: bold;"><span style="color: black;"><span style="color: #660000;">5. </span><span style="color: #783f04;">¿Qué proceso describe cada una de las definiciones siguientes?</span><br />a) Movimiento que permite la salida del aire del organismo - </span></span><span style="color: black;">Espiración</span><span style="font-weight: bold;"><span style="color: black;"><br />b) Número de movimientos respiratorios realizados durante un minuto - </span></span><span style="color: black;">Frecuencia respiratoria</span><span style="font-weight: bold;"><span style="color: black;"><br />c) Movimiento que permite la entrada de aire en el organismo - </span></span><span style="color: black;">Inspiración</span><br />
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<span style="font-weight: bold;"><span style="color: black;"><span style="color: #660000;">16. <span style="color: #783f04;">
</span></span><span style="color: #783f04;">Indica el itinerario que realiza el oxígeno, desde su entrada en el
organismo hasta el lugar donde se utiliza, y la función que desempeña</span></span></span><span style="color: #783f04; font-weight: bold;"> </span><br />
<span style="color: #783f04;"></span>
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<span style="font-size: small;">En primer lugar el aire rico en oxígeno entra por
la nariz y la boca al organismo. Después continua recorriendo la faringe, la
laringe, la tráquea, los bronquios, los bronquiolos y los alveolos, donde se
produce el intercambio de gases entre la sangre y el aire.</span></div>
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<span style="font-size: small;">El oxígeno se necesita para realizar la respiración
celular, el proceso por el cual se aporta la energía y la materia que contienen los alimentos y es necesaria para el organismo. </span></div>
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</div>Alicia Estalayohttp://www.blogger.com/profile/09648400375249514026noreply@blogger.com0tag:blogger.com,1999:blog-1936785261543947017.post-48837736407823925462012-01-14T22:30:00.000+01:002012-02-04T14:13:45.375+01:00TEMA 2: DIETAS Y ALIMENTOS<br />
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<span style="font-size: small;"><b>Actividades que debes responder y publicar en tu blog</b></span></div>
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<span style="font-size: small;"><b>Listad de conceptos asociados al tema de la dieta y los alimentos. </b></span></div>
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<span style="color: black; font-size: small;"><span style="font-weight: bold;"><br /></span></span></div>
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<span style="font-size: small;"><b style="color: #660000;">ACTIVIDAD 1:<span style="color: #783f04;"> </span></b></span><span style="color: #783f04; font-size: small;">Haz una lista con 10 conceptos del tema, y utilizando tus palabras explica cada término propuesto.</span></div>
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<span style="font-size: small;">EJEMPLO: Absorción intestinal: Es el paso de los nutrientes a través de las paredes del intestino.</span></div>
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<span style="font-size: small;"><br /></span></div>
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<span style="font-size: small;"><smallfrac m:val="off"><dispdef><lmargin m:val="0"><rmargin m:val="0"><defjc m:val="centerGroup"><wrapindent m:val="1440"><intlim m:val="subSup"><narylim m:val="undOvr"></narylim></intlim></wrapindent></defjc></rmargin></lmargin></dispdef></smallfrac></span></div>
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<span style="font-size: small; line-height: 115%;"><b>ALIMENTO: </b>Los alimentos son los productos (naturales o elaborados) que ingerimos y que aportan sustancias para cumplir con las funciones nutritivas del organismo.</span></div>
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<span style="font-size: small; line-height: 115%;"><b>COLESTEROL: </b>El colesterol es un lípido imprescindible para el organismo, su exceso puede provocar problemas de salud.</span></div>
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<span style="font-size: small; line-height: 115%;"><b>DIETA: </b>La dieta es el conjunto de alimentos que se toman a diario</span></div>
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<span style="font-size: small; line-height: 115%;"><b>DIGESTIÓN QUÍMICA: </b>Tipo de digestión en la que las moléculas complejas se descomponen en otras más sencillas por la acción de enzimas digestivas.</span></div>
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<span style="font-size: small; line-height: 115%;"><b>ENZIMAS DIGESTIVAS: </b>Son proteínas que descomponen los alimentos en moléculas más sencillas </span></div>
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<span style="font-size: small; line-height: 115%;"><b>ESÓFAGO: </b>Parte del tubo digestivo que comunica la faringe con el estomago y por el cual avanza el alimento.</span></div>
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<span style="font-size: small; line-height: 115%;"><b>INGESTIÓN: </b>Introducción de alimentos en el cuerpo.</span></div>
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<span style="font-size: small; line-height: 115%;"><b>MONOSACÁRIDOS: </b>Tipo de glúcidos caracterizados por su sabor dulce. Destacan la glucosa y la fructuosa.</span></div>
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<span style="font-size: small; line-height: 115%;"><b>OBESIDAD: </b>Enfermedad nutricional que consiste en la consumición excesiva de alimentos.</span></div>
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<span style="font-size: small; line-height: 115%;"><b>T</b><b>UBO DIGESTIVO: </b>Tubo por el que pasan los alimentos desde que los desechos no absorbidos son expulsados por el ano. Va desde la boca hasta el ano.</span></div>
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<span style="font-size: small;"><br /></span></div>
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<span style="font-size: small; line-height: 115%;"><b>Sistema digestivo</b></span></div>
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<span style="font-size: small; line-height: 115%;"><b style="color: #660000;">ACTIVIDAD 2: </b><span style="color: #783f04;">Indica los nombres de las distintas partes del aparato digestivo, e indica la función que desempeñan.</span> </span></div>
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<span style="font-size: small;"><smallfrac m:val="off"><dispdef><lmargin m:val="0"><rmargin m:val="0"><defjc m:val="centerGroup"><wrapindent m:val="1440"><intlim m:val="subSup"><narylim m:val="undOvr"></narylim></intlim></wrapindent></defjc></rmargin></lmargin></dispdef></smallfrac></span></div>
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<span style="font-size: small;">1)<b><span style="font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span></b><b>Boca: </b>Abertura por donde entran los alimentos al sistema digestivo. En ella vierten las glándulas salivales y se encuentran los dientes y la lengua.</span></div>
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<span style="font-size: small;">2)</span><span style="font-size: small; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span><span style="font-size: small;"><b>Lengua: </b>Órgano musculoso donde se encuentran los receptores del sentido del gusto. Interviene también en la masticación, la deglución, y el lenguaje.</span></div>
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<span style="font-size: small;">3)</span><span style="font-size: small; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span><span style="font-size: small;"><b>Páncreas: </b>Está situado entre el duodeno y el bazo y contiene dos tipos de tejidos glandulares: Uno produce secreción exocrina que contiene enzimas digestivas y vierte en el duodeno (jugo pancreático). El otro constituido por células endocrinas produce hormonas que vierte directamente en la sangre.</span></div>
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<span style="font-size: small;">4)</span><span style="font-size: small; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span><span style="font-size: small;"><b>Hígado: </b>Produce bilis, que contiene sales biliares necesarias para la digestión de grasas.</span><span style="font-size: small; line-height: 115%;"> Además, almacena glúcidos, hierro y algunas vitaminas y contribuye a eliminar de la sangre medicamentos o sustancias tóxicas como el alcohol</span></div>
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<span style="font-size: small;">5)</span><span style="font-size: small; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span><span style="font-size: small;"><b>Vesícula biliar: </b>En ella se acumula la bilis.</span></div>
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<span style="font-size: small;">6)</span><span style="font-size: small; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> <b> </b></span><span style="font-size: small;"><b>Duodeno</b>: Su función principal es la disgregación de los alimentos.</span></div>
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<span style="font-size: small;">7)</span><span style="font-size: small; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span><span style="font-size: small;"><b>Colon ascendente: </b>Es la parte del colon situado a la derecha. Su función es la absorción de agua y electrolitos (las sustancias nutritivas han sido ya absorbidas en el intestino delgado).</span></div>
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<span style="font-size: small;">8)</span><span style="font-size: small; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> <b> </b></span><span style="font-size: small;"><b>Íleon:</b> Constituye la parte final del intestino delgado. Su función principal es la absorción de alimentos.</span></div>
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<span style="font-size: small;">9)</span><span style="font-size: small; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> <b>F</b></span><span style="font-size: small;"><b>aringe:</b> Cavidad por la que pasa el alimento desde la boca hacia el esófago y el aire desde la nariz o boca hacia la laringe. Es común al aparato digestivo y respiratorio.</span></div>
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<span style="font-size: small;">10)<b> Esófago: </b>Comunica la faringe con el estomago. Su pared realiza movimientos peristálticos que permiten avanzar al alimento.</span></div>
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<span style="font-size: small;">11)<b> Estomago:</b> En él se almacenan los alimentos, se mezcla con los jugos gástricos y se lleva a cabo la destrucción química de los alimentos en nutrientes.</span></div>
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<span style="font-size: small;">12)<b> Colon transverso: </b>La función específica del colon ascendente y transverso consiste en absorber agua y electrolitos (las sustancias nutritivas han sido ya absorbidas en el intestino delgado).</span></div>
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<span style="font-size: small;">13)<b> Colon descendente: </b>Su función consiste en almacenar las materias fecales hasta su expulsión por el ano.</span></div>
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<span style="font-size: small;">14)<b> Yeyuno: </b>Es la porción central del intestino delgado. En ella comienza el proceso de absorción de los alimentos.</span></div>
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<span style="font-size: small;">15)<b> Colon sigmoide: </b>Es la cuarta sección y se llama así por la forma de S. El colon sigmoide se une al recto, y éste se une al ano</span></div>
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<span style="font-size: small;">16)<b> Recto: </b>Es la parte encargada del almacenamiento de las heces </span></div>
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<span style="font-size: small;">17) <b>Ano: </b>Parte por donde las heces son expulsadas al exterior.</span></div>
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<span style="font-size: small;">-</span><span style="font-size: small; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span><span style="font-size: small;">El intestino grueso se subdivide en: ciego, colon (ascendente, trasverso y descendente) y recto. Su función es la absorción de agua y sales minerales.</span></div>
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<span style="font-size: small;">-</span><span style="font-size: small; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span><span style="font-size: small;">En el intestino delgado se lleva a cabo la mayor parte de la absorción intestinal.</span></div>
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<span style="color: #993399; font-size: small;"><span style="color: black;"><span style="font-weight: bold;"><span style="color: #660000;">ACTIVIDAD 3.1:</span><span style="background-color: white; color: #bf9000;"> <span style="color: #783f04;">El mito de las espinacas</span></span></span></span></span> <br />
<span style="color: #993399; font-size: small;"><span style="color: black;">Lee el siguiente texto y busca información para contestar las siguientes preguntas:</span></span><br />
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<span style="color: #993399; font-size: small;"><span style="color: black;"><b>a) ¿Es el hierro un elemento abundante en los seres vivos?</b></span></span><br />
<span style="color: #993399; font-size: small;"><span style="color: black;">El hierro se encuentra en pequeñas proporciones, es un elemento muy importante para el buen funcionamiento del organismo de los seres vivos. Nutro los glóbulos rojos de la sangre, pero no por ello es abundante.</span></span><br />
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<span style="font-size: small;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi_sJlMrL3BWRoKjDeaP8LrwlHDxTrujoMU72qywejylTDLAKQ8l1EM2fo9iJrhGYrPZn3pSPdnaAmy8s-zJSsJVcGob0rJtjdESAIOe0PZ3yJ3a1OcvPXumyBABjbIbbKErTWcV-4Qr8qF/s1600/espinacas.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="151" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi_sJlMrL3BWRoKjDeaP8LrwlHDxTrujoMU72qywejylTDLAKQ8l1EM2fo9iJrhGYrPZn3pSPdnaAmy8s-zJSsJVcGob0rJtjdESAIOe0PZ3yJ3a1OcvPXumyBABjbIbbKErTWcV-4Qr8qF/s320/espinacas.jpg" width="320" /></a></span></div>
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<span style="font-size: small;"><b>b) ¿Qué función desempeña el hierro en el organismo?</b></span></div>
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<span style="font-size: small;">Forma parte de los glóbulos rojos que transportan el oxígeno a través de todo el organismo. Se deposita en la médula ósea, hígado y bazo para que el organismo lo utilice cuando sea necesario. Su carencia produce anemia. </span></div>
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<span style="color: #993399; font-size: small;"><span style="color: black;"><b>c) Busca el contenido en hierro de los siguientes alimentos y ordénalos de mayor a menor contenido en dicho elemento: Garbanzos, ostras, espinacas, lentejas, hígado, pistachos.</b></span></span><br />
<span style="color: #993399; font-size: small;"><span style="color: black;"><u>GARBANZOS:</u> 100 gramos de garbanzos contienen una cantidad de hierro de 6,7 mg.</span></span><br />
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<span style="color: black; font-size: small;"><u>OSTRAS: </u>100 gramos de ostras contienen una cantidad de hierro de 6,5 mg.</span><span style="font-size: small;"><i> </i></span></div>
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<span style="font-size: small;"><u>ESPINACAS:</u> 100 gramos de espinacas contienen una cantidad de hierro de 2,7 mg.</span></div>
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<span style="font-size: small;"><u>LENTEJAS:</u> 100 gramos de lentejas contienen una cantidad de hierro de 9 mg.</span></div>
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<span style="font-size: small;"><u>HÍGADO: </u>Si se trata de de hígado de cerdo, por cada 100 gramos contienen 10,2 mg de hierro, en el caso de ser hígado de ternera, por cada 100 gramos contienen 7,9 mg. de hierro (es más común el de ternera)<i> </i></span></div>
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<span style="font-size: small;"><u>PISTACHOS: </u>100 gramos de pistachos contienen una cantidad de hierro de 7 mg.</span></div>
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<span style="font-size: small;"><b>ORDEN:</b> Lentejas > hígado de ternera > pistachos > garbanzos > ostras > espinacas</span><br />
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<span style="color: #660000; font-size: small; font-weight: bold;">ACTIVIDAD 3.2:<span style="color: #783f04;"> Cazando mitos en los alimentos</span></span><br />
<span style="color: #993399; font-size: small;"><span style="color: black;">Son muchos los mitos sobre los alimentos que se escuchan a diario, que si el aceite virgen no engorda, que los productos light son bajos en calorías, etc. La mayoría de estos mitos son falsos, por lo que no está demás conocer la verdad sobre ellos así como sobre algunas creencias de la alimentación.</span></span><br />
<span style="color: #993399; font-size: small;"><span style="color: black;">Debes buscar un mito o creencia sobre un alimento e indicar la veracidad que tiene.</span></span><br />
<span style="color: #993399; font-size: small;"><span style="color: black;"><span style="font-weight: bold;">EJEMPLO:</span></span></span><br />
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<span style="font-size: small; font-weight: bold;">"El pan tostado adelgaza"</span><span style="font-size: small; font-weight: bold;">:</span><span style="font-size: small;"> El pan tostado aporta las mismas calorías que el normal. Al tostarlo sólo se elimina el agua que contiene.</span></div>
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<span style="color: #993399; font-size: small;"><span style="color: black;"><span style="color: #000066;"><span style="color: white;"><span style="color: #000066;"><span style="color: black;"><b>MITO:</b><i> ''Para estar bien alimentado hay que comer mucha carne''</i> </span></span></span></span></span></span></div>
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<span style="color: #993399; font-size: small;"><span style="color: black;"><span style="color: #000066;"><span style="color: white;"><span style="color: #000066;"><span style="color: black;">- Para estar bien alimentado hay que comer de todo. La carne cumple una función muy importante, pero es preciso ingerir otros alimentos.</span></span></span></span></span></span></div>
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<span style="color: #660000; font-size: small; font-weight: bold;">ACTIVIDAD 4:<span style="color: black;"> </span></span><span style="color: #993399; font-size: small;"><span style="color: black;"><span style="color: #000066;"><span style="color: white;"><span style="color: #000066;"><span style="color: black;"><span style="color: #993399;"><span style="color: black;"><span style="color: white;"><span style="color: #993399;"><span style="color: black;">Conviértete en nutricionista por un rato y proporciona una recomendación adecuada para cada uno de los pacientes que llegan a tu consulta.</span></span><br /><b><span style="color: #993399;"><span style="color: black;">EJEMPLO:</span></span></b></span></span></span></span></span></span></span></span></span><span style="font-size: small;"> <smallfrac m:val="off"><dispdef><lmargin m:val="0"><rmargin m:val="0"><defjc m:val="centerGroup"><wrapindent m:val="1440"><intlim m:val="subSup"><narylim m:val="undOvr"></narylim></intlim></wrapindent></defjc></rmargin></lmargin></dispdef></smallfrac></span></div>
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<span style="color: black; font-size: small;">Caso: Oficinista con sobrepeso, que come durante la semana cerca de la oficina en establecimientos de comida rápida a base de macarrones, pizzas, dulces....<br />Análisis del caso: El paciente come casi todos los días un sólo tipo de alimentos que son de tipo energético que contienen grasas y azúcares que aportan materia y energía al organismo, que luego no gasta, porque su trabajo es sedentario.<br />Recomendaciones: Se le recomienda un cambio en la dieta con reducción de calorías disminuyendo la ingesta de alimentos ricos en grasas y azúcares. Su nueva dieta debe contener:<br />1. Hortalizas y frutas, alimentos reguladores que contienen vitaminas y minerales que controlan el correcto funcionamiento del organismo<br />2.Carnes y pescados, alimentos plásticos que contienen proteínas que aportan materia a nuestras células, para el crecimiento, cicatrización de heridas, etc., aunque sin excederse ya que el trabajo del paciente es sedentario y no implica mucho movimiento.<br />Además se le recomienda que realice algún ejercicio físico sino puede ser durante la semana, por motivos de horario, al menos durante el fin de semana.</span></div>
<span style="color: #993399; font-size: small;"><span style="color: black;"><span style="color: #000066;"><span style="color: white;"><span style="color: #000066;"><span style="color: black;"><span style="color: #993399;"><span style="color: black;"><span style="color: white;"><b style="color: black;"><br />CASO 1: Manolo muestra estreñimiento crónico y problemas de varices.</b></span></span></span></span></span></span></span></span></span><span style="font-size: small;"> <smallfrac m:val="off"><dispdef><lmargin m:val="0"><rmargin m:val="0"><defjc m:val="centerGroup"><wrapindent m:val="1440"><intlim m:val="subSup"><narylim m:val="undOvr"></narylim></intlim></wrapindent></defjc></rmargin></lmargin></dispdef></smallfrac></span><br />
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<span style="font-size: small;"><b><span style="color: black;">ANÁLISIS DEL CASO:</span></b></span><span style="color: black; font-size: small;"> Manolo padece estreñimiento por su mala alimentación. Por otra parte, el paciente no hace ejercicio necesario para que le circule bien la sangre, a esto se debe su problema de varices.</span><span style="color: black; font-size: small;"><br /></span><span style="font-size: small;"><b><span style="color: black;">RECOMENDACIONES: </span></b></span><span style="color: black; font-size: small;">Para solucionar su estreñimiento se le recomienda:</span><span style="color: black; font-size: small;"><br /></span><span style="color: black; font-size: small;">Tomar alimentos que contengan fibra, verduras y frutas como por ejemplo la ciruela.</span><span style="color: black; font-size: small;"><br /></span><span style="color: black; font-size: small;">Para solucionar el problema de varices es necesario:</span><span style="color: black; font-size: small;"><br /></span><span style="color: black; font-size: small;">1) Andar diariamente durante al menos 30 minutos.</span><span style="color: black; font-size: small;"><br /></span><span style="color: black; font-size: small;">2) Darse duchas de agua fría en las piernas para mejorar su circulación.</span></div>
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<span style="font-size: small;"><b>CASO 2: Carlos tiene un elevado colesterol, ha sufrido un infarto hace 6 meses y posee hipertensión arterial.</b><br /><b>ANÁLISIS DEL CASO: </b>El paciente tiene elevado el colesterol debido a la consumición excesiva de grasas saturadas.<br /><b>RECOMENDACIONES:</b> A Carlos se le recomendaría:<br />1) Practicar ejercicio físico diariamente.<br />2) Reducir el consumo de sal y grasa en sus comidas, como por ejemplo los fritos.<br /><br /><b>CASO 3: Paloma de 60 años presenta un cuadro de anemia constante.</b><b> </b></span><br />
<span style="font-size: small;"><b>ANÁLISIS DEL CASO: </b>Paloma presenta anemia constante por la falta de hierro, que es la causa más común.<br /><b>RECOMENDACIONES: </b>Al paciente se le recomienda:<br />1) Consumir carne roja, rica en proteínas.<br />2) El consumo de alimentos ricos en hierro, como por ejemplo las espinacas, el hígado...<br /><br /><b>CASO 4: Mulay es un niño de 5 años que posee claros síntomas de malnutrición y raquitismo.</b><b> </b></span><br />
<span style="font-size: small;"><b>ANÁLISIS DEL CASO: </b>Mulay no se alimenta como es debido.<br /><b>RECOMENDACIONES:</b> Al paciente se le recomienda:<br />Tomar alimentos de todo tipo, es decir, alimentos de cada uno de los grupos de la pirámide alimenticia para seguir una nutrición adecuada.<br /><br /><b>CASO 5: Santiago, hijo de Paloma, es un niño con caries dentales y problemas de sangrado de encías.</b><b> </b></span><br />
<span style="font-size: small;"><b>ANÁLISIS DEL CASO: </b>Santiago tiene caries dentales, ya que come demasiados dulces, cosa que no es buena. Y por otra parte, le sangran las encías por la acumulación de bacterias que hacen que ésta se inflame.<br /><b>RECOMENDACIONES: </b>A Santiago se le recomendaría:<br />1) Cepillarse los dientes correctamente.<br />2) Reducir el consumo de dulces.<br /><br /><b>CASO 6: Juan ha salido recientemente airoso de una operación, pero muestra un déficit de peso y masa muscular.</b><b> </b></span><br />
<span style="font-size: small;"><b>ANÁLISIS EL CASO: </b> Juan muestra un déficit de peso debido a que ha tenido que soportar una operación y estar en cama mucho tiempo.<br /><b>RECOMENDACIONES:</b> Este paciente debe:<br />1) Seguir una dieta equilibrada, alimentándose para aumentar su peso.<br />2) Además debe realizar ejercicio física progresivamente, para aumentar su masa muscular.<br /><br /><b>CASO 7: Susana es diabética, aunque aún no se inyecta insulina</b><b> </b></span><br />
<span style="font-size: small;"><b>ANÁLISIS DEL CASO: </b>Susana tiene problemas de diabetes, probable consecuencia de mala alimentación en incluso por herencia.<br /><b>RECOMENDACIONES:</b> Debe seguir una dieta regular:<br />1) Reducir la ingesta de dulces (por ejemplo la miel y el azúcar), pan...<br />2) Realizar ejercicio diariamente.<br /><br /><br /><b style="color: black;">Alimentos funcionales y publicidad</b><b style="color: black;"> </b></span><span style="color: black; font-size: small;"> </span><br />
<span style="color: black; font-size: small;">Se llaman alimentos funcionales a aquellos que, además de su aporte nutritivo, mejoran una o varias funciones del organismo, contribuyendo a mantener la salud y evitar la aparición de enfermedades.<br />Su número, así como su difusión por los medios de comunicación, ha aumentado de forma impresionante en los últimos años, dándose la paradoja de que es más fácil, encontrar en el mercado, múltiples variantes "funcionales" de un alimento que el producto original en sí.<br />La aparición de gran parte de estos productos está motivada por un modelo de sociedad que intenta buscar la salud y la eterna juventud de forma inmediata y sin esfuerzo. A todo ello se le une una gran parte de la industria alimentaria que realiza grandes campañas abalando los potenciales beneficios de estos alimentos para promover su masivo consumo.<br />Su publicidad se basa en los pretendidos beneficios para la salud que suponen estos alimentos que serían superiores a los de los alimentos convencionales.<br />La etiqueta de "saludable" acompaña a unos alimentos que, aunque puedan tener beneficios comprobados, son mucho más caros y no siempre necesarios.</span></div>
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<span style="color: #660000; font-size: small; font-weight: bold;">ACTIVIDAD 5:<span style="color: #783f04;"> Redacta un pequeño informe sobre un alimento funcional que encuentres en el mercado. </span></span><span style="color: #993399; font-size: small;"><span style="color: black;"><span style="color: #000066;"><span style="color: white;"><span style="color: #000066;"><span style="color: black;"><span style="color: #993399;"><span style="color: black;"><span style="color: white;"><span style="color: #993399;"><span style="color: black;"><span style="color: #000066;"><span style="color: white;"><span style="color: #000066;"><span style="color: black;"><span style="color: #993399;"><span style="color: black;"><br />El informe debe contener los siguientes puntos:<br />1. Nombre del autor: </span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></div>
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<span style="color: #993399; font-size: small;"><span style="color: black;"><span style="color: #000066;"><span style="color: white;"><span style="color: #000066;"><span style="color: black;"><span style="color: #993399;"><span style="color: black;"><span style="color: white;"><span style="color: #993399;"><span style="color: black;"><span style="color: #000066;"><span style="color: white;"><span style="color: #000066;"><span style="color: black;"><span style="color: #993399;"><span style="color: black;">2. Nombre del alimento escogido: </span></span><br /><span style="color: #993399;"><span style="color: black;">3. Imagen de dicho alimento suministrada por la publicidad, indicando la dirección de la página de donde se ha sacado la imagen</span></span><br /><span style="color: #993399;"><span style="color: black;">4. Argumentos aportados por la publicidad del alimento respecto a sus hipotéticas virtudes<br />5. Información aportada en la publicidad<br />6. Análisis de la veracidad/falsedad de dichos argumentos</span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span><span style="color: #993399; font-size: small;"><span style="color: black;"><span style="color: black;"> </span></span></span></div>
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<span style="color: #993399; font-size: small;"><span style="color: black;"><span style="color: #000066;"><span style="color: white;"><span style="color: #000066;"><span style="color: black;"><span style="color: #993399;"><span style="color: black;"><span style="color: black;">INFORME:</span></span></span></span></span></span></span></span></span></div>
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<span style="font-size: small;"><b><span style="color: #993399;"><span style="color: black;"><span style="color: #000066;"><span style="color: white;"><span style="color: #000066;"><span style="color: black;"><span style="color: #993399;"><span style="color: black;"><span style="color: white;"><span style="color: #993399;"><span style="color: black;"><span style="color: #000066;"><span style="color: white;"><span style="color: #000066;"><span style="color: black;"><span style="color: #993399;"><span style="color: black;">1. Nombre del autor: </span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></b></span><span style="color: #993399; font-size: small;"><span style="color: black;"><span style="color: #000066;"><span style="color: white;"><span style="color: #000066;"><span style="color: black;"><span style="color: #993399;"><span style="color: black;"><span style="color: white;"><span style="color: #993399;"><span style="color: black;"><span style="color: #000066;"><span style="color: white;"><span style="color: #000066;"><span style="color: black;"><span style="color: #993399;"><span style="color: black;">Alicia Estalayo Adrián</span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span><br />
<span style="color: #993399; font-size: small;"><span style="color: black;"><span style="color: #000066;"><span style="color: white;"><span style="color: #000066;"><span style="color: black;"><b><span style="color: #993399;"><span style="color: black;"><span style="color: white;"><span style="color: #993399;"><span style="color: black;"><span style="color: #000066;"><span style="color: white;"><span style="color: #000066;"><span style="color: black;"><span style="color: #993399;"><span style="color: black;">2. Nombre del alimento escogido: </span></span></span></span></span></span></span></span></span></span></span></b></span></span></span></span></span></span><span style="color: #993399; font-size: small;"><span style="color: black;"><span style="color: white;"><span style="color: #993399;"><span style="color: black;"><span style="color: #000066;"><span style="color: white;"><span style="color: #000066;"><span style="color: black;"><span style="color: #993399;"><span style="color: black;">Marbú Dorada</span></span></span></span></span></span></span></span></span></span></span><span style="font-size: small;"><b><span style="color: #993399;"><span style="color: black;"><span style="color: white;"><span style="color: #993399;"><span style="color: black;"><span style="color: #000066;"><span style="color: white;"><span style="color: #000066;"><span style="color: black;"><br /><span style="color: #993399;"><span style="color: black;">3. Imagen de dicho alimento suministrada por la publicidad, indicando la dirección de la página de donde se ha sacado la imagen</span></span></span></span></span></span></span></span></span></span></span></b></span></div>
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<span style="font-size: small;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgMrs4Gn9NxZV3g_I25lsAhmov-Byz7hA78OPzHi9rShE1GEfhZbNYFcr4KiwHDZOBscK_7Ce5LFMP5L6PgEbOcPZ3ebN-DomPEcb0ZlZvIRRdP2nLuMWGADbKxWe1dwQXnG6IHq_GPq0OV/s1600/ryi.bmp" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="300" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgMrs4Gn9NxZV3g_I25lsAhmov-Byz7hA78OPzHi9rShE1GEfhZbNYFcr4KiwHDZOBscK_7Ce5LFMP5L6PgEbOcPZ3ebN-DomPEcb0ZlZvIRRdP2nLuMWGADbKxWe1dwQXnG6IHq_GPq0OV/s320/ryi.bmp" width="320" /></a></span></div>
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<span style="font-size: small;"> http://www.marbu.es/nuestras-galletas.php</span></div>
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<span style="color: #993399; font-size: small;"><span style="color: black;"><span style="color: #000066;"><span style="color: white;"><span style="color: #000066;"><span style="color: black;"><b><span style="color: #993399;"><span style="color: black;"><span style="color: white;"><span style="color: #993399;"><span style="color: black;"><span style="color: #000066;"><span style="color: white;"><span style="color: #000066;"><span style="color: black;"><br /><span style="color: #993399;"><span style="color: black;">4. Argumentos aportados por la publicidad del alimento respecto a sus hipotéticas virtudes</span></span></span></span></span></span></span></span></span></span></span></b></span></span></span></span></span></span></div>
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<span style="font-size: small;">Su publicidad afirma que se trata de un alimento con gran valor energético, debido a su alto contenido en hidratos de carbono y grasas. Aportan una media de casi 500 kilocalorías por cada 100 gramos, por lo que su ingesta resulta adecuada en el desayuno, y no es muy recomendable para personas que cuidan su peso. No conviene, a nadie, ingerirlas en grandes cantidades, por su alta aportación de calorías y su, en muchos casos, elevada presencia de grasas saturadas, que elevan el colesterol. </span></div>
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<span style="color: #993399; font-size: small;"><span style="color: black;"><span style="color: #000066;"><span style="color: white;"><span style="color: #000066;"><span style="color: black;"><b><span style="color: #993399;"><span style="color: black;"><span style="color: white;"><span style="color: #993399;"><span style="color: black;"><span style="color: #000066;"><span style="color: white;"><span style="color: #000066;"><span style="color: black;"><span style="color: #993399;"><span style="color: black;">5. Información aportada en la publicidad</span></span></span></span></span></span></span></span></span></span></span></b></span></span></span></span></span></span></div>
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<span style="font-size: small;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhzjSiqnq0JyX6qxcjViFvEtFT_IVAnX60v089XhWlqMWd4VfwB2CelUcdJbtlMOmPBlnOhPXXB8ZGoiZG96TYyXSA1hIt2WgdOwLNYrVEHtS3tvkmoO3lGtlYxHOfInIRG31z5z0mSlat2/s1600/P1200706.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="286" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhzjSiqnq0JyX6qxcjViFvEtFT_IVAnX60v089XhWlqMWd4VfwB2CelUcdJbtlMOmPBlnOhPXXB8ZGoiZG96TYyXSA1hIt2WgdOwLNYrVEHtS3tvkmoO3lGtlYxHOfInIRG31z5z0mSlat2/s320/P1200706.JPG" width="320" /></a></span></div>
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<span style="font-size: small;"><smallfrac m:val="off"><dispdef><lmargin m:val="0"><rmargin m:val="0"><defjc m:val="centerGroup"><span style="color: #993399;"><span style="color: black;"><span style="color: #000066;"><span style="color: white;"><span style="color: #000066;"><span style="color: black;"><b><span style="color: #993399;"><span style="color: black;"><span style="color: white;"><span style="color: #993399;"><span style="color: black;"><span style="color: #000066;"><span style="color: white;"><span style="color: #000066;"><span style="color: black;"><span style="color: #993399;"><span style="color: black;">6. Análisis de la veracidad/falsedad de dichos argumentos</span></span></span></span></span></span></span></span></span></span></span></b></span></span></span></span></span></span></defjc></rmargin></lmargin></dispdef></smallfrac></span> </div>
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<span style="font-size: small;">Las grasas de las galletas tienen un porcentaje mayoritario de ácidos grasos saturados, los menos convenientes para la salud, ya que aumenta la concentración de colesterol en la sangre y el riesgo de contraer enfermedades del corazón.</span></div>
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<span style="color: #993399; font-size: small;"><span style="color: black;"><span style="font-weight: bold;"><span style="color: white;"><span style="color: black;">Descifrando el lenguaje médico</span></span></span><span style="font-weight: bold;"><br /></span></span></span></div>
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<span style="color: #660000; font-size: small; font-weight: bold;">ACTIVIDAD 6:<span style="color: #783f04;"> </span></span></div>
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<span style="color: #660000; font-size: small; font-weight: bold;"><span style="color: #783f04;">1. Localiza en la red la definición de una enfermedad o trastorno relacionado con el sistema digestivo y escribe el resultado de tu búsqueda.</span></span></div>
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<span style="font-size: small;"><b><span style="color: #783f04;">2. Da una definición alternativa utilizando tus palabras<span style="color: #993399;">.</span></span></b></span></div>
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<span style="color: #993399; font-size: small;"><span style="color: black;"><span style="font-weight: bold;">EJEMPLO:</span></span></span></div>
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<span style="font-size: small; font-weight: bold;">Hernia inguinal: </span><span style="color: #6fa8dc; font-size: small;">Es una profusión del contenido de la cavidad abdominal por un punto débil del conducto inguinal</span><span style="font-size: small; font-weight: bold;"><br />Hernia inguinal:<span style="color: #3d85c6;"> </span></span><span style="color: #6fa8dc; font-size: small;">Abultamiento en la ingle, debido a que una parte del intestino grueso, se ha desplazado hacia la ingle porque se ha roto la pared muscular del abdomen</span></div>
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<span style="font-size: small;"><b>ÚLCERA:</b> Una úlcera es una lesión abierta con pérdida de sustancia en los tejidos orgánicos, que suele aparecer acompañada por la secreción de pus. La úlcera carece de capacidad de cicatrización espontánea y está sostenida por causas internas o un vicio local.</span></div>
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<span style="font-size: small;"><b>ÚLCERA: </b>Herida producida por la pérdida de sustancia. Se localiza en la piel o en las mucosas.</span></div>
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<span style="font-size: small;"><span style="font-weight: bold;">Alimentos que te ayudan a llegar a viejo</span></span></div>
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<span style="color: #660000; font-size: small; font-weight: bold;">ACTIVIDAD 7:<span style="color: #783f04;"> </span></span></div>
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<span style="color: #660000; font-size: small; font-weight: bold;"><span style="color: #783f04;">1. Lee el siguiente artículo: </span></span><span style="font-size: small;"><a href="http://www.blogger.com/goog_922460504" style="color: #3d85c6;">"Alimentos que te ayudan a llegar a viejo"</a><span style="color: #3d85c6;"> </span></span><span style="color: #660000; font-size: small; font-weight: bold;"><span style="color: #783f04;">y contesta las siguientes preguntas: </span></span></div>
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<span style="font-size: small;"><b>¿Qué compuestos se mencionan en el artículo como protectores de la salud?</b></span></div>
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<span style="font-size: small;">Se mencionan los carotenoides, incluyendo los betacarotenos, alfacarotenos y licopenos que son producidos por plantas y microorganismos.</span></div>
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<span style="font-size: small;"><br /><b>¿Qué beneficios presentan?</b></span></div>
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<span style="font-size: small;">Estos compuestos actúan como antioxidantes, pues contrarrestan los daños al ADN relacionados con el oxígeno, las proteínas y las grasas, quienes podrían participar en el desarrollo de enfermedades crónicas como los problemas cardiacos y el cáncer.</span></div>
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<span style="font-size: small;"><br /><b>¿Cuáles son los más eficaces?</b></span></div>
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<span style="font-size: small;">Los más eficaces son los alfacarotenos, pues podrían ser más eficaces que los betacarotenos, a pesar de ser químicamente similares, inhibiendo el crecimiento de las células cancerígenas en el cerebro, hígado y piel.</span></div>
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<span style="font-size: small;"><br /><b>¿En qué alimentos se encuentran?</b></span></div>
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<span style="font-size: small;">Se encuentran en los alimentos de la dieta que contienen más alfacarotenos son los vegetales de colores amarillos y naranjas y los de color verde oscuro, como de las zanahorias, batatas, calabaza, brócoli, judías verdes, guisantes, nabos, coles, lechuga o espinacas.</span></div>
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<span style="font-size: small;"><br /><b>¿A qué conclusiones se llega en el estudio?</b></span></div>
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<span style="font-size: small;">Descubrieron que el riesgo de morir se reducía entre las personas que contaban con mayores niveles de alfacarotenos en la sangre.</span><br />
<span style="font-size: small;">Otra conclusión a la que llegan es que se deben realizar más estudios clínicos. </span></div>
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<span style="font-size: small;"><b>Los alimentos transgénicos </b></span></div>
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<span style="color: #660000; font-size: small; font-weight: bold;">ACTIVIDAD 8:<span style="color: #783f04;"> </span></span></div>
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<span style="color: #660000; font-size: small; font-weight: bold;"><span style="color: #783f04;">Busca información sobre los alimentos transgénicos, y contesta a las siguientes preguntas: </span></span><span style="font-size: small;"><span style="color: #3d85c6;"></span></span><span style="color: #660000; font-size: small; font-weight: bold;"><span style="color: #783f04;"> </span></span></div>
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<span style="font-size: small;"><b>a) ¿Qué alimentos transgénicos has conocido, cita al menos dos de ellos?</b><br />El maíz y la soja. Además pueden ser alimentos derivados otros transgénicos como la carne.<br /><br /><b>b) ¿Explica qué características nuevas han adquirido las especies de tus ejemplos, mediante ingeniería genética?</b><br />-En el caso del maíz ha adquirido capacidades como la resistencia al uso de herbicidas, que la propia planta adquiera la propiedad matar insectos que la atacan o bien, que sus semillas pierdan la propiedad de reproducirse naturalmente, sin no es mediante la intervención de candados químicos<br />-Y en el caso de la soja, la hace resistente al glifosato, un herbicida de alta potencia que suprime todas las malezas que compiten por los nutrientes del suelo.</span></div>
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<span style="font-size: small;">c) <b>Haz un cuadro con los argumentos a favor y en contra respecto a estos alimentos.</b></span></div>
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<span style="font-size: small;">d)<b> Da tu opinión al respecto.</b></span></div>
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<span style="font-size: small;">Cuando se realicen investigaciones que nos demuestren la autenticidad de que sean beneficiosos, siempre y cuando no perjudiquen al organismo, ni produzcan enfermedades, y vayan etiquetados adecuadamente como es imprescindible en todos los productos, estaré de acuerdo en su producción.</span></div>
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<span style="color: #660000; font-size: small; font-weight: bold;">ACTIVIDAD 9:<span style="color: #783f04;"> </span></span></div>
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<span style="color: #660000; font-size: small; font-weight: bold;"><span style="color: #783f04;">a) Observa la siguiente etiqueta e indica: ¿Cuál es el nombre del producto? ¿Cuál es el ingrediente mayoritario? ¿Qué cantidad de grasa contiene por rebanada? ¿Dónde se ha elaborado este producto?</span></span></div>
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<span style="font-size: small;"><smallfrac m:val="off"><dispdef><lmargin m:val="0"><rmargin m:val="0"><defjc m:val="centerGroup"><smallfrac m:val="off"><dispdef><lmargin m:val="0"><rmargin m:val="0"><defjc m:val="centerGroup"></defjc></rmargin></lmargin></dispdef></smallfrac></defjc></rmargin></lmargin></dispdef></smallfrac><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhfV7Wv6x9tdVneXgPGZmiCrJA_fbBWJ2Ofnvoebs9P01mD6UZTBSbNfyprrX_Vt_OBoCme9dg2mKxtNxUEYFmcvUBNIjMHCTGEXusGDuCL5bPkyo6tcLg38WPoL235uw3c2I_CF4xffSoa/s1600/etiqueta4.jpg"><img alt="" border="0" closure_uid_s9loi0="3" id="BLOGGER_PHOTO_ID_5681884247567615922" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhfV7Wv6x9tdVneXgPGZmiCrJA_fbBWJ2Ofnvoebs9P01mD6UZTBSbNfyprrX_Vt_OBoCme9dg2mKxtNxUEYFmcvUBNIjMHCTGEXusGDuCL5bPkyo6tcLg38WPoL235uw3c2I_CF4xffSoa/s400/etiqueta4.jpg" style="float: left; height: 360px; margin: 0px 10px 10px 0px; width: 400px;" /></a></span></div>
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<span style="font-size: small;"><b>INGREDIENTE MAYORITARIO: </b>Harina de trigo integral</span></div>
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<span style="font-size: small;"><b>CANTIDAD DE GRASA:</b> Por cada dos rebanadas (que corresponde a una porción) contiene 1,1 g. por cada una rebanada, luego una rebanada contendrá entonces 0,55 g.</span></div>
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<span style="font-size: small;"><b>ELABORADO POR:</b> <i>En México</i></span></div>
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<span style="color: #660000; font-size: small; font-weight: bold;"><span style="color: #783f04;">b)
Observa la siguiente etiqueta e indica: ¿Cuál es el nombre del
producto? ¿Qué cantidad de grasa
contiene este producto por unidad? Busca y escribe la información sobre las vitaminas que contiene este producto, indica que trastornos se producen por la falta de dichas vitaminas.</span></span></div>
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<span style="font-size: small;"><b>CANTIDAD DE GRASA:</b> Contiene 0,5g., es decir un 1%, y de grasas saturadas contiene 0,3g., es decir 2% (por cada ración de 250 ml.)</span></div>
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<span style="font-size: small;"><b>VITAMINAS:</b></span></div>
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<span style="font-size: small;">- <u>La B6 </u>(o piridoxina) desarrolla una función vital en el organismo que es la síntesis de carbohidratos, proteínas, grasas y en la información de glóbulos rojos, células sanguíneas y hormonas. Al intervenir en la síntesis de proteínas, lo hace en la de aminoácidos, y así participa de la producción de anticuerpos. Ayuda al mantenimiento del equilibrio de sodio y potasio en el organismo.</span></div>
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<span style="font-size: small;">Su carencia es muy rara dada su abundancia, pero su carencia se puede ver reflejada en anemia, fatiga, depresión, disfunciones nerviosas, seudoseborreas, boqueras, vértigo, conjuntivitis, nauseas y vómitos.</span></div>
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<span style="font-size: small;">-<u>La B9</u> (ácido fólico), es importante para la correcta formación de las células sanguíneas, es componente de algunas enzimas necesarias para la formación de glóbulos rojos y su presencia mantiene sana la piel y previene la anemia.</span></div>
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<span style="font-size: small;">Su carencia provoca anemias, trastornos digestivos e intestinales, enrojecimiento de la lengua y mayor vulnerabilidad a lastimaduras.</span></div>
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<span style="font-size: small;">-<u>La vitamina C</u> interviene en el mantenimiento de huesos, dientes y vasos sanguíneos por ser buena para la formación y mantenimiento del colágeno. Protege de la oxidación a la vitamina A y vitamina E, como así también a algunos compuestos del complejo B (tiamina, riboflavina, ácido fólico y ácido pantoténico). Desarrolla acciones anti-infecciosas y antitóxicas y ayuda a la absorción del hierro no hémico en el organismo.</span></div>
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<span style="font-size: small;">La deficiencia o carencia de vitamina C puede producir o verse reflejada por:</span></div>
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<span style="font-size: small;">· Inflamación y sangrado de las encías.</span></div>
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<span style="font-size: small;">· Piel áspera y reseca.</span></div>
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<span style="font-size: small;">· Hematomas espontáneos.</span></div>
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<span style="font-size: small;">· Deficiencia en la cicatrización de heridas.</span></div>
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<span style="font-size: small;">· Sangrado nasal.</span></div>
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<span style="font-size: small;">· Dolor e inflamación articular.</span></div>
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<span style="font-size: small;">· Anemia.</span></div>
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<span style="font-size: small;">· Esmalte dental debilitado.</span></div>
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<span style="font-size: small;">· La carencia más grave de vitamina C se conoce como escorbuto, que se observa con mayor frecuencia en ancianos y desnutridos. El escorbuto está caracterizado por un debilitamiento general del organismo, anemia, encías inflamadas y hemorragias.</span></div>
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<span style="font-size: small;"><span style="color: #783f04;">c)</span> <b style="color: #783f04;">Observa la siguiente etiqueta e indica: ¿Cuál es el nombre del producto? ¿Cuál es el ingrediente mayoritario? ¿Qué aditivos alimentarios posee, escribe la información que encuentres sobre ellos? ¿Qué tipo de aditivos son cada uno de ellos y cuál es su función? ¿Dónde debe conservarse este producto?</b><br /> </span></div>
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<span style="font-size: small;"><b>COMPONENTE MAYORITARIO:</b> El componente mayoritario es el agua carbonatada.</span></div>
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<span style="font-size: small;"><b>ADITIVOS:</b></span></div>
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<span style="font-size: small;"><u>E-150d</u> (es un colorante): Caramelo Colorante amarronado. Es el colorante más utilizado en alimentación. Producido con amoníaco provocó alteraciones sanguíneas y deficiencia de vitamina B6 en experimentos con ratas. En seres humanos, dosis de hasta 18 g/día tienen un efecto laxante. En animales, grandes dosis producen convulsiones. El E-150d produce una sustancia que puede afectar al sistema inmune.<br /><br /><u>E-338 </u>(es un acidulante): Ácido fosfórico; es un ácido inorgánico, relativamente débil que se emplea en la industria de la alimentación como conservante, emulgente, acidulante o como corrector de la acidez.</span></div>
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<span style="font-size: small;"><br /><b>CONSERVACIÓN:</b> Este producto debe conservarse en lugar limpio, fresco y seco </span></div>
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<span style="font-size: small;"><b>d) Observa la siguiente etiqueta e indica: ¿De qué producto se trata en cada caso? ¿Qué método de conservación se ha utilizado en cada caso? Explícalos e indica las ventajas e inconvenientes de dichos métodos. ¿A qué corresponden las fechas que se observan en los envases? Indica sus significados. </b></span></div>
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" width="320" /></span></div>
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<span style="font-size: small;">a) Se trata de Leche entera </span></div>
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<span style="font-size: small;">b) Se trata de Salami Finas Hierbas</span></div>
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<span style="font-size: small;"><b>MÉTODOS DE CONSERVACIÓN:</b></span></div>
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<span style="font-size: small;"><u>-En el caso de la Leche entera:</u> Esterilización tipo UHT: La esterilización UHT se basa en utilizar altas temperatura (135-150ºC, durante 1 y 3 segundos). Es cada vez más utilizado, ya que su repercusión sobre el valor nutricional y organoléptico de los alimentos es menor que la esterilización convencional. </span></div>
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<span style="font-size: small;"><u>VENTAJAS:</u> Las ventajas son que aguanta varios meses sin pérdida vitamínica y las desventajas </span></div>
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<span style="font-size: small;"><u>DESVENTAJAS:</u> Se necesita equipo complejo y una planta para empaque aséptico (materiales de empaque, tanques, las bombas); operarios más experimentados, debe mantenerse esterilidad a lo largo del empaque aséptico</span></div>
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<span style="font-size: small;"><u>-En el caso del Salami:</u> Envasado al vacío: El vacío es un modo de conservación de alimentos muy práctico y sencillo. Se trata de extraer el aire que rodea al producto que se va a envasar. De este modo se consigue una atmósfera libre de oxígeno con la que se retarda la acción de bacterias y hongos</span></div>
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<span style="font-size: small;"><u>VENTAJAS: </u>Los tiempos de conservación son mucho mayores, no pierde ni sabor ni frescura.</span></div>
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<span style="font-size: small;"><u>DESVENTAJAS:</u> No elimina gérmenes. </span></div>
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<span style="font-size: small;"><b>FECHAS:</b></span></div>
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<span style="font-size: small;">-En la primera corresponde a la fecha de consumo preferente, pues señala un descenso de la calidad, no de la
seguridad. En la segunda aparece la fecha de caducidad, puesto que indica cuándo el producto no es seguro.</span></div>
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<span style="font-size: small;"><b>Tus preguntas para el EXAMEN sobre dieta y alimentos</b></span></div>
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<span style="color: #660000; font-size: small; font-weight: bold;">ACTIVIDAD 10:<span style="color: #783f04;"> </span></span></div>
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<span style="color: #660000; font-size: small; font-weight: bold;"><span style="color: #783f04;"></span></span></div>
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<span style="font-size: small;">A todos nos gustaría conocer las preguntas de un examen antes de hacerlo. En esta actividad tienes que incluir una posible pregunta de examen con su respuesta correspondiente.</span></div>
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<span style="font-size: small;">Reglas: Si las preguntas son demasiado simples, no saldrán elegidas. Si son demasiado cortas se agruparán en una sola.</span></div>
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<span style="font-size: small;"><br /></span></div>
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<span style="font-size: small;">Las dos mejores preguntas saldrán en el examen escrito de este tema.</span></div>
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<span style="font-size: small;"><span style="color: #783f04;">Las preguntas seleccionadas, saldrán publicadas en el blog del grupo </span><span style="color: #6fa8dc;">O-pinar</span><span style="color: #783f04;">.</span></span></div>
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<span style="font-size: small;"><u><b>PREGUNTA:</b></u></span></div>
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<span style="font-size: small;"><b>¿Qué es la obesidad? ¿Qué factores influyen sobre ella? </b></span></div>
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<span style="font-size: small;">Es la enfermedad nutricional más frecuente en los países desarrollados. Consiste en un acumulo de una cantidad excesiva de grasa corporal. Se produce por la ingesta excesiva de alimentos muy energéticos o por causas psíquicas.</span></div>
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<span style="font-size: small;">El factor principal que influye sobre ella es la vida sedentaria, que puede llevar al desarrollo de múltiples enfermedades en la edad adulta, como trastornos cardiovasculares, problemas óseos, algunos tipos de cáncer…</span></div>
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<span style="font-family: Calibri;"><br /></span>Alicia Estalayohttp://www.blogger.com/profile/09648400375249514026noreply@blogger.com2tag:blogger.com,1999:blog-1936785261543947017.post-62961397113660248772011-10-25T12:16:00.032+02:002011-12-19T21:52:04.097+01:00TEMA 1: LA ORGANIZACIÓN GENERAL DEL CUERPO HUMANO.<div style="font-family: Times,"Times New Roman",serif; text-align: justify;">
<b style="color: black;"><u><span style="font-size: 24pt;">PREGUNTAS </span></u></b><span style="color: black;"></span></div>
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<b><span style="color: #660000;">1.</span></b><b> <span style="color: #783f04;">¿Quién fue Robert Hooke? ¿Qué importancia tiene para la biología?</span></b></div>
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<span style="color: black;">Robert Hooke fue el científico que descubrió la célula<i> </i>(unas estructuras microscópicas elementales). Este científico es importante para la biología porque al descubrir la existencia de la célula ha permitido el conocimiento del desarrollo de los seres vivos (teoría celular).</span><span style="color: black;"> </span></div>
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<b><span style="color: #660000;">2.</span></b><b> <span style="color: #783f04;">Enuncia la teoría celular</span></b></div>
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<span style="color: black;">La teoría celular es la parte de la biología actual que explica la constitución de los seres vivos en base a células. Consta de tres principios básicos: toda célula es la unidad anatómica, fisiológica de todo ser vivo y procede de otra célula pasando el material hereditario (material genético formado por ADN) de madres a hijas.</span><span style="color: black;"></span></div>
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<b><span style="color: #660000;">3.</span></b><b><span style="color: black;"> </span></b><b><span style="color: #783f04;">¿Qué quiere decir que la célula es la unidad fisiológica de los seres vivos?</span></b></div>
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<span style="color: black;">Se refiere a que la célula es la parte más pequeña con vida propia de todos los seres vivos y realiza todas las funciones vitales: nutrición, relación y reproducción.</span><span style="color: black;"></span></div>
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<b><span style="color: #660000;">4.</span></b><b> <span style="color: #783f04;">¿Qué significado tiene hablar de que la célula es la unidad anatómica de los seres vivos?</span></b></div>
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<span style="color: black;">Significa que todos los seres vivos están formados por células, una o varias.</span><span style="color: black;"></span></div>
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<b><span style="color: #660000;">5.</span></b><b><span style="color: #cc0000;"> </span></b><b><span style="color: #783f04;">¿En qué se diferencian las células procariotas de las eucariotas?</span></b></div>
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<span style="color: black;">Se diferencian por su ADN, la cantidad de orgánulos que las componen y en el tipo de organismos:</span><span style="color: black;"></span></div>
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<span style="color: black;">El material genético de una célula eucariota está encerrado en una membrana formando el núcleo, donde se encuentra el ADN, sin embargo el material genético de una célula procariota está disperso en el citoplasma y no existe núcleo celular. También se diferencian en que una célula eucariota contiene muchos orgánulos diferentes y algunos de ellos están rodeados de membranas, y por el contrario una célula procariota solo posee unos pequeños orgánulos llamados ribosomas. Y otra diferencia de este tipo de células es que la organización celular de las células eucariotas la presentan todos los seres vivos excepto las bacterias y en cambio en las células procariotas sólo se da ese tipo de organización en las bacterias.</span><span style="color: black;"></span></div>
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<span style="color: black;">Además las células eucariotas son más evolucionadas que las procariotas. </span><span style="color: black;"></span></div>
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<b><span style="color: #660000;">6.</span></b><b><span style="color: black;"> </span></b><b><span style="color: #783f04;">Observa la microfotografía electrónica de un leucocito humano y contesta: </span></b><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjiRdwDKBfPh8-Ow4M3Ml2yYBuZwg1gmqKJVp5lbbupwsZcvUXfLcSW2KgjiB68da6DMIDA3-wv0N_q_sUfLIEjvlGha9RIAwd5xIoH6hyphenhyphenHE2Optvpvw46hHEsNRAIWEBXThlN9TTPW57Pj/s1600/leucocito.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="311" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjiRdwDKBfPh8-Ow4M3Ml2yYBuZwg1gmqKJVp5lbbupwsZcvUXfLcSW2KgjiB68da6DMIDA3-wv0N_q_sUfLIEjvlGha9RIAwd5xIoH6hyphenhyphenHE2Optvpvw46hHEsNRAIWEBXThlN9TTPW57Pj/s320/leucocito.jpg" width="320" /></a></div>
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<b><span style="color: #f1c232; font-size: 14pt;">a)</span></b><b><span style="color: #f1c232; font-size: 7pt;"> </span></b><b><span style="color: #783f04; font-size: 7pt;"> </span></b><span style="color: #783f04; font-size: 7pt;"> </span><b><span style="color: #783f04;"> </span></b><b><span style="color: black;">Se trata de una célula procariota o eucariota. Indica en que te has basado, para hacer tu afirmación. </span></b><span style="color: #783f04;"></span></div>
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<span style="color: black;">Se trata de una célula eucariota porque consta de un núcleo celular y orgánulos que están rodeados por una membrana.</span><span style="color: black;"></span></div>
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<span style="color: black;"> </span><b><span style="color: #f1c232;"> </span></b><span style="color: black;"></span></div>
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<b><span style="color: #f1c232;"> b</span></b><b><span style="color: #ffd966;">)</span></b><span style="color: black;"> <b>Identifica las estructuras celulares numeradas.</b></span><span style="color: black;"></span></div>
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<span style="color: black;">1- Nucléolo</span></div>
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<span style="color: black;">2- Núcleo</span><span style="color: black;"></span></div>
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<span style="color: black;">3- Membrana nuclear</span></div>
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<span style="color: black;">4- Citoplasma</span><span style="color: black;"></span></div>
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<span style="color: black;">5- Poro de la membrana nuclear</span></div>
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<b><span style="color: #660000;">7. </span></b><b><span style="color: #783f04;">Determina si las siguientes descripciones corresponde a una célula procariota, a una eucariota o a ambas:</span></b><span style="color: black;"></span></div>
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<b><span style="color: #783f04;"> </span></b><b><span style="color: #f1c232;">a) </span></b><span style="color: black;">Posee ribosomas - Procariota y eucariota</span></div>
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<span style="color: black;"> </span><span style="color: #f1c232;">b)</span><span style="color: black;"> El ADN está rodeado por una membrana - Eucariota </span><span style="color: black;"></span></div>
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<span style="color: black;"> </span><span style="color: #f1c232;"> c)</span><span style="color: black;"> No tiene orgánulos membranosos - Procariota</span><span style="color: black;"></span></div>
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<span style="color: black;"> </span><span style="color: #f1c232;"> d)</span><span style="color: black;"> Es la célula de las bacterias - Procariota</span><span style="color: black;"></span></div>
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<b><span style="color: #660000;">8.</span></b><b><span style="color: #783f04;"> En el esquema de la célula siguiente:</span></b></div>
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<span style="color: #f1c232;">a)</span><span style="color: black;"> <b>Identifica las estructuras numeradas</b></span></div>
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<span style="color: black;">1- Membrana celular o plasmática</span><span style="color: black;"></span></div>
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<span style="color: black;">2- Retículo endoplasmático rugoso</span><span style="color: black;"></span></div>
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<span style="color: black;">3- Retículo endoplasmático liso</span><span style="color: black;"></span></div>
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<span style="color: black;">4- Aparato de Golgi</span><span style="color: black;"></span></div>
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<span style="color: black;">5- Mitocondrias</span><span style="color: black;"></span></div>
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<span style="color: black;">6- Núcleo</span><span style="color: black;"></span></div>
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<span style="color: black;">7- Ribosomas</span><span style="color: black;"></span></div>
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<span style="color: black;">8- Centriolos</span><br />
<span style="color: black;">9-</span><span style="color: black;"> </span><span style="color: black;">Lisosomas</span><br />
<span style="color: black;">10- </span><span style="color: black;"> Microfilamentos de citoesqueleto</span><br />
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<span style="color: #f1c232;">b)</span><span style="color: black;"> <b>De qué tipo de célula se trata: animal o vegetal ¿ Por qué?</b></span><br />
<span style="color: black;">- Se trata de una célula animal, ya que tiene una forma globular, no tiene pared celular, no tiene plastos, tiene centriolos, sus vacuolas son pequeñas y numerosas y el núcleo tiene posición central.</span></div>
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<b><span style="color: #660000;">9.</span></b><b><span style="color: #783f04;"> En el esquema de la célula siguiente:</span></b><span style="color: black;"></span></div>
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<span style="color: #f1c232;">a)</span><span style="color: black;"> Identifica las estructuras numeradas</span></div>
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<span style="color: black;"> 1- Pared celular </span></div>
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<span style="color: black;"> 2- Retículo endoplasmático rugoso</span></div>
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<span style="color: black;"> 3- Membrana de la vacuola</span></div>
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<span style="color: black;"> 4- Aparato de Golgi</span></div>
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<span style="color: black;"> 5- Mitocondria</span></div>
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<span style="color: black;"> 6- Núcleo</span></div>
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<span style="color: black;"> 7- Ribosomas</span></div>
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<span style="color: black;"> 8- Cloroplasto</span></div>
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<span style="color: black;"> 9- Membrana celular o plasmática</span></div>
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<span style="color: black;"> 10- Vacuola central</span></div>
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<span style="color: #f1c232;">b) </span><span style="color: black;">De qué tipo de célula se trata: animal o vegetal ¿Por qué?</span></div>
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<span style="color: black;">Es una célula vegetal porque su forma es prismática, posee una gran vacuola central, plastos y además de membrana plasmática tiene una pared celular de celulosa, y no posee centriolos.</span></div>
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<span style="color: black;"> </span><b><span style="color: #990000;"> </span></b><span style="color: black;"></span></div>
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<b><span style="color: #990000;">10. </span></b><b><span style="color: #783f04;">Indica la función que realizan las estructuras numeradas en la figura:</span></b><span style="color: black;"></span></div>
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<span style="color: #783f04;"></span><span style="color: black;">1- <u>Membrana celular o plasmática:</u> Es una fina capa que envuelve la célula. Separa el citoplasma del medio extracelular, permite el intercambio de materia (tiene permeabilidad selectiva: deja pasar algunas sustancias y facilita o impide el paso de otras) y energía. </span><span style="color: #783f04;"></span></div>
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<span style="color: black;">2- <u>Aparato de Golgi: </u>Su principal función es la secreción. Transporta sustancias de desecho al exterior de la célula. </span></div>
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<span style="color: black;">3- <u>Nucléolo: </u>Síntesis del <span style="font-size: small;">ARN de los ribosomas.</span></span></div>
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<span style="color: black;">4- <u>Mitocondrias</u>: En ellas se lleva a cabo la respiración celular con la que se obtiene la energía necesaria para la célula.</span></div>
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<span style="color: black;">5<span style="font-family: Times,"Times New Roman",serif;">- <u>Retículo endoplasmático rugoso:</u> Almacena proteínas.</span></span></div>
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<span style="color: #783f04;"><b><span style="font-family: Times,"Times New Roman",serif;"><span style="color: #990000;">11</span><span style="color: #990000;">.</span> Indica la función que realizan las estructuras numeradas en la figura</span></b></span></div>
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<span style="color: black; font-family: Times,"Times New Roman",serif;">1- <u>Vacuola central:</u> Contienen agua con sustancias disueltas. Intervienen en la regulación de de la cantidad de líquido y sales de la célula y como almacén de sustancias de reserva o desecho.</span></div>
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<span style="color: black; font-family: Times,"Times New Roman",serif;">2- <u>Centriolos:</u> Dirigen el movimiento del citoesqueleto. Intervienen en la división celular y en el movimiento de la célula. También intervienen en la formación de los cilios y flagelos.</span></div>
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<span style="color: black; font-family: Times,"Times New Roman",serif;">3- <u>Pared celular:</u> Da rigidez y forma definida a la célula.</span><br />
<span style="color: black; font-family: Times,"Times New Roman",serif;">4- </span><span style="color: black; font-family: Times,"Times New Roman",serif;"><u>Retículo endoplasmático liso:</u> Conjunto de sacos y canales membranosos, que existen por todo el citoplasma, en él se fabrican lípidos. </span></div>
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<span style="color: black; font-family: Times,"Times New Roman",serif;">5- <u>Mitocondria:</u> Proporciona energía a la célula para su funcionamiento. En ellas se lleva a cabo la respiración celular mediante la cual se obtiene la energía necesaria para la célula.</span></div>
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<span style="color: black; font-family: Times,"Times New Roman",serif;">6- <u>Ribosomas:</u> Se encargan de la síntesis de las proteínas.</span><br />
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<b><span style="font-family: Times,"Times New Roman",serif;"><span style="color: #990000;">12. </span>Realiza una tabla con las diferencias que existen entre la célula animal y la vegetal. </span></b></div>
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<b><span style="color: #990000; font-family: "Times","serif"; font-size: 12pt;">13.</span></b><b><span style="color: #783f04; font-family: "Times","serif"; font-size: 12pt;"> ¿En qué consiste la nutrición? ¿Qué se consigue con ella?</span></b><span style="font-family: "Times","serif"; font-size: 12pt;"><br />
<span style="color: black;">Consiste en proporcionar a la célula energía para realizar todas sus actividades y en proporcionar materia orgánica para crecer y para reparar sus estructuras. </span></span><span style="font-family: "Times New Roman","serif"; font-size: 12pt;"></span></div>
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<b><span style="color: #990000; font-family: "Times","serif"; font-size: 12pt;">14</span></b><b><span style="color: #783f04; font-family: "Times","serif"; font-size: 12pt;">. Indica cómo se denominan los siguientes hechos observados en las células:</span></b><span style="font-family: "Times","serif"; font-size: 12pt;"><br />
<span style="color: black;"><span style="color: #f1c232;">a)</span> Captura de partículas sólidas disueltas - Endocitosis</span><br />
<span style="color: black;"><span style="color: #ffd966;">b) </span>Movimientos realizados en respuesta a un estímulo - Función de relación</span><br />
<span style="color: black;"><span style="color: #f1c232;">c) </span>Movimiento de la célula mediante expansiones de la membrana - Movimiento ameboide</span></span><br />
<span style="font-family: "Times","serif"; font-size: 12pt;"><span style="color: black;"><span style="color: #f1c232;">d)</span> </span><span style="color: black;">Movimiento de la célula mediante cilios - Movimiento vibrátil</span><br />
<span style="color: black;"><span style="color: #f1c232;">e)</span> Incorporación de pequeñas sustancias sin gasto de energía - Transporte pasivo</span><br />
<span style="color: black;"><span style="color: #f1c232;">f)</span> Construcción de moléculas complejas y estructuras celulares - Anabolismo</span><br />
<span style="color: black;"><span style="color: #f1c232;">g)</span> Degradación de moléculas para obtener energía - Catabolismo</span><br />
<span style="color: black;"><span style="color: #f1c232;">h) </span>Movimientos internos del citoplasma sin desplazamiento de la célula - Movimiento endocelular</span></span></div>
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<b><span style="color: #990000; font-family: "Times","serif"; font-size: 12pt;">15.</span></b><b><span style="color: #783f04; font-family: "Times","serif"; font-size: 12pt;"> Define los siguientes términos: a) organismos autótrofos b) organismos heterótrofos</span></b><span style="color: black; font-family: "Times","serif"; font-size: 12pt;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12pt;"></span></div>
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<span style="color: #f1c232; font-family: "Times","serif"; font-size: 12pt;">a)</span><span style="color: black; font-family: "Times","serif"; font-size: 12pt;"> <u>ORGANISMOS AUTÓTROFOS:</u> Aquellos organismos que tiene una nutrición autótrofa, la presentan las células capaces de fabricar su propia materia orgánica y destruirla en la misma célula para obtener energía.</span><span style="font-family: "Times New Roman","serif"; font-size: 12pt;"></span></div>
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<span style="color: #f1c232; font-family: "Times","serif"; font-size: 12pt;">b) </span><u><span style="color: black; font-family: "Times","serif"; font-size: 12pt;">ORGANISMOS HETERÓTROFOS:</span></u><span style="color: black; font-family: "Times","serif"; font-size: 12pt;"> Aquellos organismos que tienen una nutrición heterótrofa, la presentan las células que necesitan incorporar del medio, a través de la membrana plasmática, la materia orgánica ya elaborada por otros organismos.</span><span style="font-family: "Times New Roman","serif"; font-size: 12pt;"></span></div>
</div>Alicia Estalayohttp://www.blogger.com/profile/09648400375249514026noreply@blogger.com0