Secuenciadidacticaestudiantes

Crear Tarea

Showing 6,821-6,840 of 41,708 items.
#IDActividadEstudianteFecha de actualizaciónSolución 
  
682116859317894582020-11-06 20:31:59<p><a href="/web/uploads/9458/25b32b29b3-camscanner-11-06-2020-202731.pdf">¿COMO SE MUEVEN LOS ANIMALES?</a></p>
682216860322693202020-11-06 20:35:29<p><a href="/web/uploads/9320/f51c6c7ff1-taller-de-etica-y-valores-2.docx">f51c6c7ff1-taller-de-etica-y-valores-2.docx</a></p>
682316861330293922020-11-06 20:57:01<p><strong>buenas noches profe willerman soy tomas camargo de 7.1 le envió aquí el taller de </strong><strong>cívica y urbanidad espero le guste... </strong><a href="/web/uploads/9392/f59319e2a3-civica-y-urbanidad.pdf">f59319e2a3-civica-y-urbanidad.pdf</a></p>
682416862337793002020-11-06 21:01:22<p><a href="/web/uploads/9300/55a2b769f2-farid-antonio-baquero-perez.pdf">55a2b769f2-farid-antonio-baquero-perez.pdf</a></p>
682516863338092162020-11-06 21:04:05<p>JUAN PABLO MIRANDA RAMON</p><p>GRADE ELEVEN-ONE</p><p><a href="/web/uploads/9216/584bcad086-i-remember-monopoly.docx">584bcad086-i-recuerdo-monopoly.docx</a></p>
682616864330593922020-11-06 21:23:47<p><strong>buenas noches profe willerman soy tomas camargo de 7.1 le envió aquí el taller de física el atletismo y sus pruebas espero le guste...</strong><a href="/web/uploads/9392/da37f31d88-el-atletismo-y-sus-preubas-3.pdf">da37f31d88-el-atletismo-y-sus-preubas-3.pdf</a></p>
682716865346694892020-11-06 21:50:18<p>Responda las siguientes palabras con base en el contenido y la forma del poema de SILVA.</p><p><o:p></o:p></p><p>1.¿QUÉ EXPRESA EL POEMA?<o:p></o:p></p><p>R\ El amor que tiene hacia Adriana<o:p></o:p></p><p>2.EXPRESIONES DE LENGUAJE POÉTICO ENCONTRADAS.<o:p></o:p></p><p>R\ Sobre las aguas de la mar gigante<br> Entre el cielo purísimo y profundo<o:p></o:p></p><p>Y el vaivén infinito de las olas<o:p></o:p></p><p><o:p> </o:p></p><p>3.¿CREES QUE SERÁ VALIDO LO EXPRESADO SOBRE LA VIDA Y EL DESTINO EN EL POEMA ADRIANA?<o:p></o:p></p><p>R\Si<o:p></o:p></p><p>4.¿QUÉ RELACIÓN ENCUENTRAS ENTRE EL TÍTULO Y EL CONTENIDO DEL POEMA?<o:p></o:p></p><p>R\Que el que escribió el poema siente un gran amor por Adriana <o:p></o:p></p><p>5.EXPLICA LA IDEA DE LA PRIMERA ESTROFA.<o:p></o:p></p><p>R\ De hacerle saber que sin ella la patria va a quedar triste <o:p></o:p></p><p>Reflexiona sobre el Poema Adriana de José Asunción Silva.<o:p></o:p></p><p>1.¿ Qué sentiste frente al desarrollo de la competencia Literaria?<o:p></o:p></p><p>Nada<o:p></o:p></p><p>2. Escriba dos conclusiones a cerca del tema.<o:p></o:p></p><p>El poeta le dice como va a quedar la patria sin ella <o:p></o:p></p><p>+El poeta le expresa el amor que el siente hacia ella <o:p></o:p></p><p>3.¿Qué te dificultó ? ¿Por qué?<o:p></o:p></p><p>R\ Un poco el poema por que no lo entendía muy bien <o:p></o:p></p><p>4.¿Qué fue fácil para ti?<o:p></o:p></p><p>R\La preguta <o:p></o:p></p>
682816866343993922020-11-06 21:59:39<p><strong>buenas noches profe cesar soy tomas camargo de 7.1 le envió aquí</strong><a href="/web/uploads/9392/dec3dd0669-contenido.pdf">dec3dd0669-contenido.pdf</a><strong style="background-color: initial;">la tabla de contenido en word espero le guste...</strong></p>
682916867345393922020-11-06 22:15:34<p>Good evening teacher Nancy, I'm Tomás Camargo from 7.1, I sent you the English work, I hope you like it...<a href="/web/uploads/9392/4aaf9a6a84-entrepreneur.pdf">4aaf9a6a84-entrepreneur.pdf</a><span class="redactor-invisible-space"></span><br></p>
683016868335892642020-11-06 22:27:18<p><a href="/web/uploads/9264/5beaba7fcc-filosofia-2-5.docx">5beaba7fcc-filosofia-2-5.docx</a></p>
683116869334594892020-11-06 22:46:54<p><b>ACTIVIDADES.</b></p><p><b></b></p> <ol> <li>¿Qué es hidrografía?<b></b></li> <li>¿Cuáles son los seis tipos de agua que se pueden encontrar en la hidrografía Colombiana?<b></b></li> <li>¿Cuáles son los ríos más caudalosos de Colombia?<b></b></li> <li>¿Cuáles son las vertientes hidrográficas de Colombia?<b></b></li> <li>¿Cuáles son los ríos que forman cada una de las vertientes hidrográficas de Colombia?<b></b></li> <li>¿Por qué son importantes los ríos en Colombia?<b></b></li> <li>Consultar los siguientes términos:<b></b></li> </ol> <p>Estrella fluvial.</p><p>Centros hídricos.</p> <ol> <li>situar en el mapa los ríos de Colombiay colocar el nombre a cada uno.</li> </ol> <p>1r: La hidrografía es una rama de la geografía que consiste en la descripción y el estudio sistemático de los cuerpos de agua planetarios, especialmente de los recursos hídricos continentales.</p><p>2r: <b>Colombia</b> es uno de los países con mayor número de recursos hídricos en el mundo. <b>Se pueden encontrar</b> 6 <b>tipos de aguas</b>: <b>aguas</b> lluvias, <b>aguas</b> superficiales, <b>aguas</b> subterráneas, <b>aguas</b> termo minerales, <b>aguas</b> marinas y oceánicas y <b>aguas</b> de alimentación glacial.</p><p>3r:</p><p>Río Orinoco. ...</p><p>Río Magdalena.</p><p><b>Rio</b> Putumayo.</p><p>Río Guavire.</p><p>Río Cauca.</p><p>Río Meta.</p><p>Río Arauca.</p><p><b>Ríos</b> de <b>Colombia</b> y Venezuela.</p><p>4R: </p><p>2.1 <b>Vertiente</b> de la región del Caribe.</p><p>2.2 <b>Vertiente</b> del pacifico.</p><p>2.3 <b>Vertiente</b> de la región Orinoco.</p><p>2.4 <b>Vertiente</b> de la región del Amazonas.</p><p>2.5 <b>Vertiente</b> de la región del Catatumbo.</p><p>5R:</p><p><b>Cuenca</b> del río Patía (24.000 km²)</p><p><b>Cuenca</b> del río San Juan (20.000 km²)</p><p><b>Cuenca</b> del río Mira (11.000 km²)</p><p><b>Cuenca</b> del río Baudó (8.000 km²)</p><p>Otras <b>cuencas</b> menores, incluidas las del Micay y Guapi (25.000 km²)</p><p>6R: Estos <b>ríos</b> no solo son una fuente de agua potable, sino también son un <b>importante</b> recurso económico especialmente para las personas que dependen de la pesca, la minería e inclusive ayudan a generar más del 70% de la energía eléctrica del país. Sin embargo, para los <b>ríos</b> en el país no todo fluye como el agua.</p><p>7r: <b>Estrella fluvial</b>, se considera a la zona geográfica casi siempre ubicada en macizos montañosos, es decir en altura, donde se produce por deshielo el nacimiento de varios ríos y otras cosas.<sup></sup></p><p> <b>CENTROS HIDRICOS</b> Los <b>centros</b> hidrográficos o estrellas fluviales son aquellos lugares de las montañas donde se forman varios ríos, los cuales aumentan sus caudales con las aguas que provienen de sus afluentes</p>
683216870331295052020-11-06 22:54:47<p><a href="/web/uploads/9505/abbdde433a-doc1.pdf">abbdde433a-doc1.pdf</a></p>
683316871334292032020-11-06 23:13:43<p><a href="/web/uploads/9203/0cdb3d6253-sociales-1234567.docx">0cdb3d6253-sociales-1234567.docx</a></p>
683416872317793862020-11-06 23:39:58<table class="table table-striped table-bordered detail-view"><tbody><tr><td><table class="table table-striped table-bordered detail-view"><tbody><tr><td><p>Natalia Baquero Pérez 7-1</p><p><a href="/web/uploads/9386/61610b1313-doc7.pdf">¿COMO CUIDAR EL SISTEMA EXCRETOR?</a><br></p></td></tr></tbody></table></td></tr></tbody></table>
683516873331294892020-11-06 23:38:04<p><b>Actividad</b></p><ol> <li>Contestar las preguntas planteadas en la motivación de acuerdo con la imagen.</li> <li>Realiza una tabla con los diferentes lanzamientos con sus respetivos dibujos</li> <li>Realiza un cuadro sinóptico CON LAS principales reglas del balón ano que investigues</li> <li>Recorta imágenes o dibuja las posiciones de los jugadores en campo de juego</li> <li>Realiza un esquema conceptual de la duración del partido</li> </ol><p>3R: aprendi sobre los ejercicios que se pueden a ser en casa</p><p> LOS EJERCISIOS QUE SE PUEDEN HACER EN CASA SON CHEBRES</p><p> NO SE DIFICULTA NADA</p><p>2R:<img src="data:image/png;base64,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
683616874337293002020-11-06 23:46:23<p><a href="/web/uploads/9300/c152c4479f-el-voleibol-2.pdf">c152c4479f-el-voleibol-2.pdf</a></p>
683716875335892622020-11-06 23:50:17<p><a href="/web/uploads/9262/f9316b65d5-filosofia-filosofos-renacentistas.docx">f9316b65d5-filosofia-filosofos-renacentistas.docx</a></p>
683816876334392032020-11-07 00:08:40<p><a href="/web/uploads/9203/1d93166b78-fisica-12234.docx">1d93166b78-fisica-12234.docx</a></p>
683916877331294602020-11-07 00:15:37<p>Valentina Baquero Pérez 8-1</p><p><a href="/web/uploads/9460/e8e66a671c-edufisica.pdf">e8e66a671c-edufisica.pdf</a><br></p>
684016878330593862020-11-07 01:40:55<table class="table table-striped table-bordered detail-view"><tbody><tr><td><table class="table table-striped table-bordered detail-view"><tbody><tr><td><table class="table table-striped table-bordered detail-view"><tbody><tr><td><p>Natalia Baquero Pérez 7-1</p><p><a href="/web/uploads/9386/96493016b3-doc8.pdf">EL ATLETISMO Y SUS PRUEBAS </a><br></p></td></tr></tbody></table></td></tr></tbody></table></td></tr></tbody></table>