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426114298275095912020-09-16 16:18:35<p><a href="/web/uploads/9591/dfa2bc2f47-la-descripcion-y-sus-clases.pdf">dfa2bc2f47-la-descripcion-y-sus-clases.pdf</a></p>
426214299297794612020-09-22 18:52:43<p><a href="/web/uploads/9461/78f38bb549-win20200916163053pro.jpg">78f38bb549-win20200916163053pro.jpg</a><a href="/web/uploads/9461/0c3dd6fb5d-win20200916163059pro.jpg">0c3dd6fb5d-win20200916163059pro.jpg</a><a href="/web/uploads/9461/d09fefe141-win20200916163116pro.jpg">d09fefe141-win20200916163116pro.jpg</a><a href="/web/uploads/9461/6d63b4ea6c-win20200916163124pro.jpg">6d63b4ea6c-win20200916163124pro.jpg</a><a href="/web/uploads/9461/2863246b99-win20200916163134pro.jpg">2863246b99-win20200916163134pro.jpg</a><span style="background-color: initial;"></span></p>
426314300255495922020-09-16 16:45:55<p>Michell Tatiana Muñoz Romero 9-2</p><p>Trabajo: <a href="/web/uploads/9592/ec9e1af09a-tatiana-mentefacto-balon.docx">ec9e1af09a-tatiana-mentefacto-balon.docx</a></p><p>Prezi: <a href="/web/uploads/9592/4c2a4b753c-baloncesto-1.pptx">4c2a4b753c-baloncesto-1.pptx</a></p>
426414301293393202020-09-18 13:50:57<p><a href="/web/uploads/9320/b0c47ab023-e.docx">b0c47ab023-e.docx</a></p><p><a href="/web/uploads/9320/e3401a2702-ciencias-naturales.pdf">e3401a2702-ciencias-naturales.pdf</a><br></p>
426514302283394712020-09-16 17:04:37<p><a href="/web/uploads/9471/bc2ce2b6c1-danza-egipcia.pdf">bc2ce2b6c1-danza-egipcia.pdf</a> hola profe aqui le envio el taller.</p>
426614303292193142020-09-16 17:08:33<p>BUENA TARDE PROFESORA ENVIO ACTIVIDAD CORRESPONDIENTE.</p><p><a href="/web/uploads/9314/f74308a8c7-ingles-comparacion-adjectives.pdf">f74308a8c7-ingles-comparacion-adjectives.pdf</a><br></p><p>GRACIAS Y QUEDO A TENTO A SUS COMENTARIOS.</p>
426714304277195022020-09-16 17:16:01<p><a href="/web/uploads/9502/9bec4ed658-folleto-1.pdf">9bec4ed658-folleto-1.pdf</a></p>
426814305275595702020-09-16 17:22:22<p><a href="/web/uploads/9570/6610c9fa0b-hegemonia-liberal-michell-agudelo-92-1.pdf">NEYI MICHELL AGUDELO ÑUSTES</a></p>
426914306301094792020-09-16 17:17:05<p>Juan Steeven Morales Garzón 8-1</p><p><a href="/web/uploads/9479/99731d19b9-solucion-religion-4.pdf">99731d19b9-solucion-religion-4.pdf</a><br></p>
427014307291194742020-09-16 17:40:20<p><a href="/web/uploads/9474/d4164bbc1d-taller-de-afecto.pdf">ANDRES GONZALEZ 81</a></p>
427114308293092102020-10-03 14:24:42<p><iframe width="500" height="281" src="//www.youtube.com/embed/gI5uw68x_VE" frameborder="0" allowfullscreen=""></iframe><iframe width="500" height="281" src="//www.youtube.com/embed/3J0VbdlHZw8" frameborder="0" allowfullscreen=""></iframe></p>
427214309275595912020-09-16 17:46:04<p><a href="/web/uploads/9591/fdbc91417f-hegemonia-liberal.pdf">fdbc91417f-hegemonia-liberal.pdf</a></p>
427314310291194712020-09-16 17:49:02<p><a href="/web/uploads/9471/a778597010-vinculos-efectivos.pdf">a778597010-vinculos-efectivos.pdf</a> Hola profe aqui le envio el taller</p>
427414311275994712020-09-16 18:12:56<p><a href="/web/uploads/9471/99d340c13f-vinetas.pdf"></a><a href="/web/uploads/9471/99d340c13f-vinetas.pdf">99d340c13f-vinetas.pdf</a> hola profesor aqui le envio el taller</p>
427514312276195912020-09-16 18:13:23<p><a href="/web/uploads/9591/e909327d3b-word-2016-vinetas-numeracion-y-lista-multinivel.pdf">e909327d3b-word-2016-vinetas-numeracion-y-lista-multinivel.pdf</a></p>
427614313302494552020-09-16 17:23:50<p>Laura Daniela Varón Oviedo 7-2</p><p>EJERCICIOS<span></span></p><p> W rite 10 healthy habits in english from the video<span></span></p><p>Healthy habits</p><p>1. Eat foods rich<span class="redactor-invisible-space"> in<span class="redactor-invisible-space"> fiber</span></span><br></p><p><span class="redactor-invisible-space"><span class="redactor-invisible-space">2. Drink<span class="redactor-invisible-space"> two<span class="redactor-invisible-space"> liters<span class="redactor-invisible-space"> of <span class="redactor-invisible-space">water<span class="redactor-invisible-space"></span></span></span></span></span></span></span></p><p><span class="redactor-invisible-space"><span class="redactor-invisible-space"><span class="redactor-invisible-space"><span class="redactor-invisible-space"><span class="redactor-invisible-space"><span class="redactor-invisible-space"><span class="redactor-invisible-space">3. Eliminate<span class="redactor-invisible-space"> fats </span></span></span></span></span></span></span></span></p><p><span class="redactor-invisible-space"><span class="redactor-invisible-space"><span class="redactor-invisible-space"><span class="redactor-invisible-space"><span class="redactor-invisible-space"><span class="redactor-invisible-space"><span class="redactor-invisible-space"><span class="redactor-invisible-space">4. Play<span class="redactor-invisible-space"> sports <span class="redactor-invisible-space">regularly <span class="redactor-invisible-space"></span></span></span></span></span></span></span></span></span></span></span></p><p><span class="redactor-invisible-space"><span class="redactor-invisible-space"><span class="redactor-invisible-space"><span class="redactor-invisible-space"><span class="redactor-invisible-space"><span class="redactor-invisible-space"><span class="redactor-invisible-space"><span class="redactor-invisible-space"><span class="redactor-invisible-space"><span class="redactor-invisible-space"><span class="redactor-invisible-space">5. Reduce<span class="redactor-invisible-space"> the consumption of salt</span></span></span></span></span></span></span></span></span></span></span></span></p><p><span class="redactor-invisible-space"><span class="redactor-invisible-space"><span class="redactor-invisible-space"><span class="redactor-invisible-space"><span class="redactor-invisible-space"><span class="redactor-invisible-space"><span class="redactor-invisible-space"><span class="redactor-invisible-space"><span class="redactor-invisible-space"><span class="redactor-invisible-space"><span class="redactor-invisible-space"><span class="redactor-invisible-space">6. End bad habits <span class="redactor-invisible-space"></span></span></span></span></span></span></span></span></span></span></span></span></span></p><p><span class="redactor-invisible-space"><span class="redactor-invisible-space"><span class="redactor-invisible-space"><span class="redactor-invisible-space"><span class="redactor-invisible-space"><span class="redactor-invisible-space"><span class="redactor-invisible-space"><span class="redactor-invisible-space"><span class="redactor-invisible-space"><span class="redactor-invisible-space"><span class="redactor-invisible-space"><span class="redactor-invisible-space"><span class="redactor-invisible-space">7 Sleep<span class="redactor-invisible-space"> eight<span class="redactor-invisible-space"> hours</span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></p><p><span class="redactor-invisible-space"><span class="redactor-invisible-space"><span class="redactor-invisible-space"><span class="redactor-invisible-space"><span class="redactor-invisible-space"><span class="redactor-invisible-space"><span class="redactor-invisible-space"><span class="redactor-invisible-space"><span class="redactor-invisible-space"><span class="redactor-invisible-space"><span class="redactor-invisible-space"><span class="redactor-invisible-space"><span class="redactor-invisible-space">8. get to a healthy weight</span></span></span></span></span></span></span></span></span></span></span></span></span></p><p>9. cut out refined carbohydrates </p><p>10. decrease stress </p><p>EVALUACION</p><p>Answer please:</p><p>1. Do you like the class?</p><p>R/: Yes</p><p>2. What do you learn?</p><p>R/: Vocabularies</p><p>3. What is difficult for you about class?</p><p>R/: Nothing</p><p><br></p>
427714314295693742020-09-16 18:28:41<p><a href="/web/uploads/9374/e8c02f9e40-ibague.docx">e8c02f9e40-ibague.docx</a></p>
427814315292692332020-09-16 18:34:32<p><a href="/web/uploads/9233/45ab2f4b81-checking-some-knowledges-about-main-and-supporting-ideas.pdf">45ab2f4b81-checking-some-knowledges-about-main-and-supporting-ideas.pdf</a></p>
427914316288195492020-09-16 18:38:58<p>Evelyn Samantha Murillo Florez</p><p>9-1</p><p>Buenas noches, profesor envié el trabajo por el medio del correo electrónico</p><p>Gracias que tenga buena noche </p>
428014317174795612020-09-16 18:42:20<p>EL REINO PROTISTA</p><p>LINDA MARIANA ROJAS 9-1</p> <ul><li>1.¿Cuáles son las características taxonómicas de los protistas?</li> <li>Hábitat: Ninguno de sus representantes está adaptado plenamente a la existencia en el aire, de modo que los que no son directamente acuáticos, se desarrollan en ambientes terrestres húmedos o en el medio interno de otros organismos.</li> <li>Organización celular: Eucariotas, unicelulares o pluricelulares. Los más grandes, algas pardas del género Laminaria, pueden medir decenas de metros, pero predominainan las formas microscópicas.</li> <li>Estructura: Suele afirmar que no existen tejidos en ningún protista, pero en las algas rojas (rodofíceas) y en las algas pardas (feofíceas) la complejidad alcanza un nivel muy próximo al tisular, incluida la existencia de plasmodesmos. Muchos de los protistas pluricelulares cuentan con paredes celulares de variada composición, y los unicelulares autótrofos frecuentemente están cubiertos por una teca, como en caso destacado de las diatomeas, o dotados de escamas o refuerzos. Los unicelulares depredadores (fagótrofos) suelen presentar células sin recubrimientos. Las formas unicelulares a menudo están dotadas de movilidad por reptación o, más frecuentemente, por apéndices de los tipos llamados cilios y flagelos.</li> <li>Nutrición: Autótrofos, por fotosíntesis, o heterótrofos. Muchas formas unicelulares presentan simultáneamente los dos modos de nutrición. Los heterótrofos pueden serlo por ingestión (fagótrofos) o por absorción osmótica (osmótrofos). Algunos son parásitos, como los apicomplejos y los tripanosomas, causantes de enfermedades muy graves en los seres humanos.</li> <li>Metabolismo del oxígeno: Todos los eucariontes, y por ende los protistas, son de origen aerobios (usan oxígeno para extraer la energía de las sustancias orgánicas), pero algunos son secundariamente anaerobios, tras encontrar adaptado a ambientes pobres en esta sustancia.</li> <li>Reproducción y desarrollo: Puede ser asexual (clonal) o sexual, con gametos, frecuentemente alternando la asexual y la sexual en la misma especie. Las algas pluricelulares presentan a menudo alternancia de generaciones. No existe embrión en ningún caso.</li> <li>Ecología: Los protistas se cuentan entre los más importantes componentes del plancton, del bentos y del edafón. Hay muchos casos ecológicamente importantes de parasitismo y también de mutualismo, como los de los flagelados que intervienen en la digestión de la madera por los termes o los que habitan en el rumen de las vacas. El simbionte algal de los líquenes es casi siempre una alga verde unicelular.</li></ul> <p>2. Como se clasifica el reino protista.</p><p>El reino protista se clasifica en 2 grupos los cuales son protozoos y algas.</p><p>Las algas: son organismos unicelulares o multicelulares, son principalmente acuáticos pero también pueden vivir en medios húmedos. La reproducción en las algas puede ser sexual o asexual.</p><p>Ejemplos de algas son:</p><p>Algas rojas:</p><p>Son unicelulares o pluricelulares, viven a gran profundidad.</p><p>Algas verdes:</p><p>La mayoría viven en aguas dulces, pueden ser unicelulares o pluricelulares.</p><p>Algas pardas:</p><p>Son pluricelulares y viven en océanos, algunas miden 60 centímetros.</p><p>Los protozoarios:</p><p>son organismos unicelulares, con nutrición heterótrofa y su reproducción es principalmente asexual por bipartición o esporulación. Unos son de vida libre y otros son parásitos.</p><p>Los protozoarios se clasifican de acuerdo al tipo de locomoción en: Flagelados, ciliados, rizópodos y esporozoarios (no tienen movimiento).</p><p>Ejemplos de protozoarios según su forma de movimiento:</p><p>Flagelados</p><p>Grupo heterogéneo de protozoos caracterizados por la presencia de uno o más flagelos largos en una o en todas las fases de su ciclo vital. Como el Tripanosoma que es un parásito que produce la enfermedad del sueño transmitiéndola a través de la mosca tse-tsé.</p><p>Ciliados</p><p>Con cilios alrededor de la célula. Como el Paramecio que se encuentra enlas charcas.</p><p>Seudópodos</p><p>Una serie de proteínas van a fluir en un sentido mediante las fibras de miosina. Esto servirá al organismo para desplazarse o alimentarse. Como las amebas.</p><p>Inmóviles</p><p>Aquellos sin movimiento como el Plasmodium que es un parásito y que produce la malaria transmitiendo la enfermedad pormedio de la picadura del mosquito Anapheles.</p><p>3. Elabore un mapa conceptual que explique los tipos de reproducción protista.</p><p><img 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