Secuenciadidacticaestudiantes
Showing 33,081-33,100 of 41,708 items.
# | ID | Actividad | Estudiante | Fecha de actualización | Solución | |
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33081 | 43158 | 9887 | 9391 | 2021-08-31 07:22:10 | <p><a href="/web/uploads/9391/fe1734105b-camscanner-08-31-2021-0719.pdf">fe1734105b-camscanner-08-31-2021-0719.pdf</a> Leidy Nahomy Caceres Diaz 8°2, soy nueva </p> | |
33082 | 43159 | 2555 | 9535 | 2021-08-31 07:17:52 | <p><a href="/web/uploads/9535/220ba1f123-voleibol.pdf">220ba1f123-voleibol.pdf</a></p> | |
33083 | 43160 | 10547 | 9542 | 2021-08-31 08:02:27 | <p><a href="/web/uploads/9542/d64f2722c2-ques-es-la-literatura.docx">d64f2722c2-ques-es-la-literatura.docx</a></p><p><a href="/web/uploads/9542/d64f2722c2-ques-es-la-literatura.docx"></a><a href="/web/uploads/9542/6cbd8093f1-que-es-la-literatura-2.docx">6cbd8093f1-que-es-la-literatura-2.docx</a></p> | |
33084 | 43161 | 10785 | 9536 | 2021-08-31 08:12:04 | <p><a href="https://youtu.be/OA-uA2JgzNY">https://youtu.be/OA-uA2JgzNY</a></p> | |
33085 | 43162 | 10652 | 15612 | 2021-08-31 08:58:47 | <p><a href="/web/uploads/15612/abbe518d36-agua.pdf">abbe518d36-agua.pdf</a></p> | |
33086 | 43163 | 10756 | 14227 | 2021-08-31 08:59:53 | <p><a href="/web/uploads/14227/7c51d8a37b-comprension-de-lectura-texts-de-la-biodiversidad-sofia-alejandra-seija-701.pdf">7c51d8a37b-comprension-de-lectura-texts-de-la-biodiversidad-sofia-alejandra-seija-701.pdf</a></p><p>Buenos días profesora envió la actividad del presente perfecto, comprensión de lectura textos de la biodiversidad de Sofia Alejandra Seija del grado 701. Gracias <br></p> | |
33087 | 43164 | 10744 | 9374 | 2021-08-31 09:06:48 | <p><span style="font-size: 28px;"><span style="font-size: 10px;"></span></span></p><p><img src="/web/uploads/9374/e0de5bcfcc-1630418822403376508031.jpg"></p><p><span style="font-size: 10px;"></span><img src="/web/uploads/9374/ea489f7480-1630418863353741585601.jpg"></p><p><br></p> | |
33088 | 43165 | 10652 | 9374 | 2021-08-31 09:09:35 | <p><img src="/web/uploads/9374/3ce5108f48-1630418986644808723238.jpg" style="font-size: 14px;"></p><p><img src="/web/uploads/9374/96175c2cc1-1630419011622767633766.jpg"></p><p><span style="font-size: 10px;"></span><img src="/web/uploads/9374/f7bc90d06e-16304190365411549263998.jpg"></p> | |
33089 | 43166 | 1457 | 15610 | 2021-08-31 09:21:22 | <p><a href="/web/uploads/15610/84ef3e2b18-1f559bbfc8-e9d9edce24-relieve-colombiano.docx">84ef3e2b18-1f559bbfc8-e9d9edce24-relieve-colombiano.docx</a></p> | |
33090 | 43167 | 10859 | 14269 | 2021-08-31 09:31:34 | <p><a href="/web/uploads/14269/ee192d16b9-camscanner-08-31-2021-0926.pdf">ee192d16b9-camscanner-08-31-2021-0926.pdf</a> Xiomara Cano Benitez</p> | |
33091 | 43168 | 9003 | 9285 | 2021-08-31 09:36:55 | <p><a href="/web/uploads/9285/da458ee6bb-cm-equilibrio-quimico.pdf">da458ee6bb-cm-equilibrio-quimico.pdf</a></p> | |
33092 | 43169 | 10652 | 9365 | 2021-08-31 09:42:56 | <p><a href="/web/uploads/9365/17a78b663e-importancia-del-agua.pdf">17a78b663e-importancia-del-agua.pdf</a></p> | |
33093 | 43170 | 9887 | 15610 | 2021-10-05 08:44:16 | <p>ACTIVIDADES</p><p>Leer y analizar el texto y con base en ello desarrollar las siguientes actividades</p><ul><li>1.Definir los siguientes términos:</li> <li>Imperialismo</li></ul><p><u>Actitud o forma de actuación política basada en dominar otras tierras y comunidades usando el poder militar o económico.</u></p><ul><li>Colonialismo</li></ul><p><u>Sistema político y económico por el cual un estado extranjero domina y explota una colonia.</u></p><ul><li>Metrópoli</li></ul><p><u>Metrópoli o metrópolis es el término que se utilizaba en la Antigua Grecia para las ciudades a partir de las cuales se crearía más tarde una colonia. Las metrópolis tenían una influencia política decisiva en las colonias y eran igualmente los centros religiosos, económicos, culturales y sociales de la región.</u></p><ul><li>Materia prima</li></ul><p><u>Se conoce como materia prima a la materia extraída de otros materiales y que se utiliza o transforma para elaborar otros materiales que más tarde se convertirán en bienes de consumo.</u></p><ul><li>Colonia</li></ul><p><u>En política, una colonia puede ser, o un asentamiento o forma de poblamiento, o bien un territorio sujeto a la administración y gobierno de un país remoto, llamada metrópoli.</u></p><ul><li>2.¿Por qué los países europeos se apropiaron de África?</li> <li>R/Los recursos financieros y materiales de que disponía Europa eran abrumadores en comparación con los africanos. Por tanto, los países europeos se podían dar el gusto de hacer millonarias inversiones en campañas en ultramar, los africanos, por su parte, no podían mantener prolongados enfrentamientos militares.</li> <li>3.Elaborar un mapa conceptual de las causas y consecuencias de la colonización de África</li> <li>R/<img 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33094 | 43171 | 9043 | 9492 | 2021-08-31 09:59:28 | <p><a href="/web/uploads/9492/dc80f2ce83-la-guerra-fria.pdf">sara angarita 9-2</a><br></p> | |
33095 | 43172 | 10519 | 9521 | 2021-08-31 09:52:19 | <p><a href="/web/uploads/9521/3b1b805d11-las-danzas.pdf">danzas colombianas</a></p> | |
33096 | 43173 | 10765 | 15137 | 2021-08-31 10:19:11 | <p><a href="/web/uploads/15137/b57c1dc692-evaluacion-geometria.pdf">b57c1dc692-evaluacion-geometria.pdf</a>. Y. <a href="/web/uploads/15137/09b0bc3ac2-geometria.pdf">09b0bc3ac2-geometria.pdf</a><span style="background-color: initial;"></span></p> | |
33097 | 43174 | 10882 | 15137 | 2021-08-31 10:46:34 | <p><a href="/web/uploads/15137/dac631f6fe-evaluacion-31.pdf">dac631f6fe-evaluacion-31.pdf</a>. Y. <a href="/web/uploads/15137/ef25136b42-unidadesdelongyarea.pdf">ef25136b42-unidadesdelongyarea.pdf</a><span style="background-color: initial;"></span></p> | |
33098 | 43175 | 9494 | 14056 | 2021-08-31 11:50:39 | <p><a href="/web/uploads/14056/89f7702604-carolina-lopez-conjuntos.docx">CAROLINA LOPEZ OSORIO</a></p> | |
33099 | 43176 | 10637 | 9716 | 2021-08-31 11:59:57 | <p><img src="/web/uploads/9716/1eb9bd893e-img-20210831-wa0069.jpg" style=""></p> | |
33100 | 43177 | 10785 | 9550 | 2021-08-31 11:58:48 | <p>Profesora Martha, buenos días le envío el video sobre LAS SECCIONES CÓNICAS. Gracias y quedo atento a cualquier sugerencia... Bendiciones!!!</p><p><a href="https://drive.google.com/file/d/1BooQHriv-q1A6sVnFZJFC86Lkoe0HV6K/view?usp=sharing">https://drive.google.com/file/d/1BooQHriv-q1A6sVnF...</a><br></p> |