Secuenciadidacticaestudiantes
Showing 14,421-14,440 of 41,708 items.
# | ID | Actividad | Estudiante | Fecha de actualización | Solución | |
---|---|---|---|---|---|---|
14421 | 24473 | 5717 | 9357 | 2021-03-16 11:39:15 | <p><a href="/web/uploads/9357/7cad5467cd-tipos-de-texto.pdf">7cad5467cd-tipos-de-texto.pdf</a></p> | |
14422 | 24474 | 5559 | 13182 | 2021-03-16 11:43:18 | <p><img src="/web/uploads/13182/a9c3247e8b-img20210316114200.jpg" style=""></p> | |
14423 | 24475 | 6442 | 14582 | 2021-03-16 11:56:37 | <p><a href="/web/uploads/14582/3bdddae577-taller-virtual-sistemas1002.pdf">Taller resuelto</a></p> | |
14424 | 24476 | 6141 | 9758 | 2021-03-24 07:04:33 | <p><a href="/web/uploads/9758/ab4cc58d99-tapscanner-24-03-2021-0700.pdf">ab4cc58d99-tapscanner-24-03-2021-0700.pdf</a><br></p> | |
14425 | 24477 | 6424 | 13173 | 2021-03-25 06:42:43 | <p><a href="/web/uploads/13173/5c98083f0a-hora-de-aventura.pdf"></a><a href="/web/uploads/13173/bee2da790b-tecnologia-apeiclas.docx">TABLA DE CONTENIDO</a><br></p><p><a href="/web/uploads/13173/5c98083f0a-hora-de-aventura.pdf"></a>Buen día, profe adjunto mi tarea de tabla de contenido</p> | |
14426 | 24479 | 3973 | 14266 | 2021-03-16 11:56:13 | <hr><p>No entendí muy bien que había que hacer entonases hice el texto descriptivo de el perro que nos mostr <img src="data:image/png;base64,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 | |
14427 | 24480 | 5769 | 14619 | 2021-03-16 12:59:10 | <p><a href="/web/uploads/14619/04fed53a1c-evolucion-del-ser-humano-en-3-generaciones-convertido.pdf">04fed53a1c-evolucion-del-ser-humano-en-3-generaciones-convertido.pdf</a></p><p><a href="/web/uploads/14619/04fed53a1c-evolucion-del-ser-humano-en-3-generaciones-convertido.pdf"></a><a href="/web/uploads/14619/7b8c53ceea-historia-de-la-humanidad-en-tres-generaciones-convertido.pdf">7b8c53ceea-historia-de-la-humanidad-en-tres-generaciones-convertido.pdf</a></p><p><a href="/web/uploads/14619/7b8c53ceea-historia-de-la-humanidad-en-tres-generaciones-convertido.pdf"></a><a href="/web/uploads/14619/e26160df70-glosario-logistica-convertido.pdf">e26160df70-glosario-logistica-convertido.pdf</a></p><p> <a href="/web/uploads/14619/d43aaad0d5-whatsapp-image-2021-03-16-at-10114-pm-convertido.pdf">d43aaad0d5-whatsapp-image-2021-03-16-at-10114-pm-convertido.pdf</a></p><p>Heidy yeraldin mendez agudelo 1003</p> | |
14428 | 24481 | 6260 | 9750 | 2021-04-04 18:20:20 | <p>Tarea De Cesar David Ochoa Romero <a href="/web/uploads/9750/f12a316cca-tarea-de-artistica-pg-1.jpg">La Danza</a> <a href="/web/uploads/9750/b6f40c8d02-tarea-de-artistica-pg-2.jpg">pagina 2 de arte</a><span style="background-color: initial;"></span></p> | |
14429 | 24482 | 6304 | 14401 | 2021-03-16 12:56:29 | <p><a href="/web/uploads/14401/50d3597e39-lauranikollrodriguezhernandez802.pdf">50d3597e39-lauranikollrodriguezhernandez802.pdf</a></p> | |
14430 | 24483 | 6509 | 16037 | 2021-03-16 12:58:42 | <p>Profe esta es mi tarea samuel Borja </p> | |
14431 | 24484 | 6550 | 15628 | 2021-03-16 13:08:59 | <p><a href="/web/uploads/15628/d8efc2b056-enfoque-antropologico-la-moral-social-y-la-participacion-etica.pdf">d8efc2b056-enfoque-antropologico-la-moral-social-y-la-participacion-etica.pdf</a> grado 11 daniel narvaez </p> | |
14432 | 24485 | 5769 | 14616 | 2021-03-23 14:27:35 | <p style="margin-left: 20px;"> 1<a href="/web/uploads/14616/3a831d3bfc-glosario.docx">Glosario sobre el cine</a> 2<a href="/web/uploads/14616/cb6bcf1339-historia-del-hombre.docx">historia del hombre</a>3<a href="/web/uploads/14616/ba74746d64-tres-generaciones.docx">Tres generaciones</a><a href="/web/uploads/14616/f84e209de0-porque-soy-logistico.docx"></a></p> | |
14433 | 24486 | 5939 | 9314 | 2021-03-16 13:07:50 | <p>BUEN DIA PROFESOR </p><p>ENVIO ACTIVIDAD ADJUNTA CORRESPONDIENTE, GRACIAS Y QUEDO ATENTO A SUS COMENTARIOS.</p><p><a href="/web/uploads/9314/3de1339dc5-tabla-de-contenido.pdf">TABLA DE CONTENIDO</a><br></p> | |
14434 | 24487 | 6294 | 14169 | 2021-03-16 13:18:03 | <p>tarea </p> | |
14435 | 24488 | 5764 | 15925 | 2021-03-16 13:14:52 | <p><a href="/web/uploads/15925/5f8480e1eb-documento.pdf">Kelismar Ramírez</a><a href="/web/uploads/15925/5270bc5053-documento1.pdf">5270bc5053-documento1.pdf</a><span style="background-color: initial;"></span></p> | |
14436 | 24489 | 6023 | 14169 | 2021-03-17 12:42:50 | <p><a href="/web/uploads/14169/f0f23fe6f6-camscanner-03-17-2021-1236.pdf">f0f23fe6f6-camscanner-03-17-2021-1236.pdf</a> tarea de sistemas </p> | |
14437 | 24490 | 6509 | 16056 | 2021-03-16 13:28:54 | <p><a href="/web/uploads/16056/9283d28c04-whatsapp-image-2021-03-16-at-12229-pm-resuelto-1-convertido.pdf">9283d28c04-whatsapp-image-2021-03-16-at-12229-pm-resuelto-1-convertido.pdf</a> David Felipe Villaveces Moreno 504</p> | |
14438 | 24491 | 6307 | 9546 | 2021-03-16 13:31:50 | <p><a href="/web/uploads/9546/07ff62d77a-el-arte-barroco-jasbleidy-monroy-10-1.pdf">07ff62d77a-el-arte-barroco-jasbleidy-monroy-10-1.pdf</a></p> | |
14439 | 24492 | 6419 | 9546 | 2021-03-16 13:36:37 | <p><a href="/web/uploads/9546/98051b3e79-filosofia-antigua-jasbleidy-monroy-10-1.pdf">98051b3e79-filosofia-antigua-jasbleidy-monroy-10-1.pdf</a></p> | |
14440 | 24493 | 6329 | 14038 | 2021-03-16 13:39:15 | <p><a href="/web/uploads/14038/24f6bef691-1615919626802camscanner-03-16-2021-1331.pdf">24f6bef691-1615919626802camscanner-03-16-2021-1331.pdf</a></p> |