Secuenciadidacticaestudiantes
Showing 23,561-23,580 of 41,708 items.
# | ID | Actividad | Estudiante | Fecha de actualización | Solución | |
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23561 | 33638 | 112 | 9373 | 2021-04-30 18:10:32 | <p><a href="/web/uploads/9373/563f34c8f5-20210430180138.pdf">el cine jeronimo peña 7-1</a></p> | |
23562 | 33639 | 6118 | 14374 | 2021-04-30 18:15:17 | <p><em>Buenas Noches </em></p><p><em><a href="/web/uploads/14374/03369f5e79-regla-de-3-compuesta.pdf">03369f5e79-regla-de-3-compuesta.pdf</a><br></em></p> | |
23563 | 33640 | 6017 | 14518 | 2021-04-30 18:16:54 | <p><img 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alt=""><a href="/web/uploads/14518/1bc3a571ab-etica1.docx">1bc3a571ab-etica1.docx</a></p> | |
23564 | 33641 | 7975 | 9344 | 2021-04-30 19:05:42 | <p><a href="/web/uploads/9344/15a5d3e177-la-familia-y-su-rol.pdf">15a5d3e177-la-familia-y-su-rol.pdfhttps://youtube.com/shorts/BF5EYt0ddKg?feature=share</a> </p> | |
23565 | 33642 | 7886 | 9661 | 2021-05-02 15:47:07 | <p><a href="/web/uploads/9661/a002064454-estudiante-yeison-stiven.pdf">a002064454-estudiante-yeison-stiven.pdf</a><br></p> | |
23566 | 33643 | 8075 | 14881 | 2021-04-30 18:22:20 | <p>Buenas noches profe. </p><p>Te enviamos evidencia de la prueba. Mil disculpas por subirlo hasta hoy, pero nos ha fallado mucho el internet esta semana, y no cargaban las fotos.</p><p> <a href="/web/uploads/14881/1e5dc85a3e-pcn-parte1.jpg">1e5dc85a3e-pcn-parte1.jpg</a><br></p><p><a href="/web/uploads/14881/1e5dc85a3e-pcn-parte1.jpg"></a><a href="/web/uploads/14881/60642753c7-pcn-parte2.jpg">60642753c7-pcn-parte2.jpg</a></p><p><a href="/web/uploads/14881/60642753c7-pcn-parte2.jpg"></a>Feliz fin de semana. </p> | |
23567 | 33644 | 8097 | 14881 | 2021-04-30 18:28:05 | <p>Buenas noches profe Patty</p><p>Te enviamos las fotos de la prueba de español</p><p><a href="/web/uploads/14881/a71e7f13a6-pse-parte-1.jpg">a71e7f13a6-pse-parte-1.jpg</a><br></p><p><a href="/web/uploads/14881/e2008d990f-pse-parte-2.jpg">e2008d990f-pse-parte-2.jpg</a><br></p><p>Gracias y FELIZ FIN DE SEMANA </p> | |
23568 | 33645 | 7782 | 9326 | 2021-04-30 18:23:32 | <p>Bnas Tardes Envío Adjunto Actividad De Inglés Past Simple Melanie Judith Julio Pinto Grado 7-2.</p><hr><p><a href="/web/uploads/9326/4ec0d93731-16198250466622273774639050010902.pdf">Past Simple Melanie Judith Inglés.pdf</a><br></p> | |
23569 | 33646 | 7249 | 14518 | 2021-04-30 18:29:30 | <p><span class="ILfuVd"><span class="hgKElc"> 1.Para sumar dos <b>números</b> enteros del mismo signo, se suman sus valores absolutos y se deja el mismo signo. Para sumar dos <b>números</b> enteros de signos contrarios, se restan sus valores absolutos y se deja el signo del <b>número</b> que presente mayor valor absoluto.</span></span><br></p><p>2.<span class="ILfuVd"><span class="hgKElc">La <b>multiplicación</b> y la <b>división</b> son operaciones inversas, de la misma forma que la suma y la resta. Recuerda que cuando divides dos fracciones, multiplicas por el recíproco. <b>Multiplicar números reales</b> no es tan diferente de <b>multiplicar números</b> enteros o fracciones positivas.</span><br></span></p><p><span class="redactor-invisible-space">3.<br></span></p><p><span class="redactor-invisible-space">1,11,14,8,4,5<br></span></p><p><br></p> | |
23570 | 33647 | 5989 | 14518 | 2021-04-30 18:38:56 | <p>a.2 1,2</p><p>b. menos 0,75</p><p>c.9</p><p>d.4</p><p>e.16,5</p><p>f.3</p><p>g.4<br></p> | |
23571 | 33648 | 7367 | 14322 | 2021-04-30 18:34:07 | <p><a href="/web/uploads/14322/b703fbbd18-1de0e743-094a-42f9-95b4-8e7c6c096b8e.jpg">b703fbbd18-1de0e743-094a-42f9-95b4-8e7c6c096b8e.jpg</a><br></p> | |
23572 | 33649 | 6346 | 14518 | 2021-04-30 18:45:12 | <p><span class="ILfuVd"><span class="hgKElc">Los <b>movimiento de la Tierra</b>, rotación y traslación, que producen cambios e el sitio y en el ángulo en el que incide la radiación solar en la <b>Tierra</b> produciendo la sucesión de los días y las noches y las estaciones del año.</span></span><span class="ILfuVd"><span class="hgKElc">Los <b>movimiento de la Tierra</b>, rotación y traslación, que producen cambios e el sitio y en el ángulo en el que incide la radiación solar en la <b>Tierra</b> produciendo la sucesión de los días y las noches y las estaciones del año.</span></span></p> | |
23573 | 33650 | 7947 | 9544 | 2021-04-30 18:49:11 | <p><a href="/web/uploads/9544/1da86a442f-lenguaje-visual.pdf">1da86a442f-lenguaje-visual.pdf</a></p> | |
23574 | 33651 | 7965 | 14101 | 2021-04-30 18:58:13 | <p>Buenas tardes profesora adjunto el desarrollo de la actividad</p><p><a href="/web/uploads/14101/86528cad74-ejerciciospdf-karen-duque.pdf">86528cad74-ejerciciospdf-karen-duque.pdf</a><a href="/web/uploads/14101/c52c55bc2f-ejerciciospdf-karen-duque.pdf"></a></p> | |
23575 | 33652 | 7720 | 9389 | 2021-04-30 18:52:10 | <p><a href="/web/uploads/9389/54f4959dcd-trabajo-de-sociales-8-13.pdf">54f4959dcd-trabajo-de-sociales-8-13.pdf</a></p> | |
23576 | 33653 | 7569 | 9569 | 2021-04-30 18:56:25 | <p><a href="/web/uploads/9569/b9e35fc142-trabajo-de-sociales.pdf">b9e35fc142-trabajo-de-sociales.pdf</a></p> | |
23577 | 33654 | 5663 | 14518 | 2021-04-30 19:01:11 | <p><img 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