Secuenciadidacticaestudiantes
Showing 5,881-5,900 of 41,708 items.
# | ID | Actividad | Estudiante | Fecha de actualización | Solución | |
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5881 | 15919 | 3227 | 9407 | 2020-10-20 17:32:26 | <p>1 - ¿Qué observa en la imagen?</p><p>RTA: es una imagen que habla de la libertad de expresión.</p><p>- ¿Qué significa para ustedes hablar sin riesgo </p><p>RTA: cuando una persona habla n se juzgada .</p><p> 2. realiza un resumen del tema en el cuaderno.</p><p>este derecho incluye el de no ser molestado a causa de sus opiniones. "Toda persona tiene derecho a la libertad de opinión y de expresión, este derecho incluye la libertad de mantener opiniones sin interferencia y de buscar, recibir y difundir información e ideas a través de cualquier .</p><p><br></p><p>3. según la expresión de la imagen y teniendo en cuenta el tema, ¿Qué crees que le ocurrio ha Andrés para que tenga esa actitud ?</p><p>RTA: yo opino que Andrés no le gusto algo que le dijeron por eso esta tan molesto mucho.</p><p><br></p><p>4. observa la siguiente grafica: DE LIBERTAD DE EXPRESION, VAMOS A DIBUJARLA EN EL CUADERNO Y A COMPARTIR IDEAS:<span class="redactor-invisible-space"></span></p><p><img src="data:image/png;base64,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 | |
5882 | 15920 | 3333 | 9329 | 2020-10-20 17:30:12 | <p>Buenas tardes profe le envío la actividad por el correo de doricas2508@gmail.com</p> | |
5883 | 15921 | 3346 | 9310 | 2020-10-20 17:35:20 | <p><a href="/web/uploads/9310/247790cd5b-el-ser-humano-desde-un-enfoque-biblico.docx">247790cd5b-el-ser-humano-desde-un-enfoque-biblico.docx</a></p> | |
5884 | 15922 | 3277 | 9310 | 2020-10-20 17:45:05 | <p><a href="/web/uploads/9310/2a7a8cda54-relacion-del-transporte-de-sustancias-a-traves-de-la-membrana-celular-con-la-homeostasis.docx">2a7a8cda54-relacion-del-transporte-de-sustancias-a-traves-de-la-membrana-celular-con-la-homeostasis.docx</a></p> | |
5885 | 15923 | 3287 | 9546 | 2020-10-20 17:44:54 | <p><a href="https://drive.google.com/file/d/1DDTB4n11ppGF70XEuWocrn3HmeKwME1T/view?usp=drivesdk">https://drive.google.com/file/d/1DDTB4n11ppGF70XEuWocrn3HmeKwME1T/view?usp=drivesdk</a></p> | |
5886 | 15924 | 3176 | 9329 | 2020-10-20 17:56:20 | <p>Profe buenas tardes le envío la actividad por el correo es una foto</p> | |
5887 | 15925 | 1741 | 9213 | 2020-10-20 18:10:54 | <p><a href="/web/uploads/9213/cfaf100696-colombia-un-pais-etnicopluricultural.pdf">cfaf100696-colombia-un-pais-etnicopluricultural.pdf</a></p> | |
5888 | 15926 | 3145 | 9549 | 2020-10-20 18:16:55 | <p>Evelyn Samnatha Murillo Florez </p><p>Grado: 9-1</p><p><a href="/web/uploads/9549/c174b185de-pintores-latinoamericanos.pdf">PINTORES LATINOAMERICANOS</a><br></p> | |
5889 | 15927 | 3264 | 9495 | 2020-10-20 18:22:10 | <p><a href="/web/uploads/9495/dc5450cd28-informatica-16.docx">dc5450cd28-informatica-16.docx</a></p> | |
5890 | 15928 | 2595 | 9213 | 2020-10-20 18:22:10 | <p><a href="/web/uploads/9213/134acf9865-comunidades-indigenas-en-colombia.pdf">134acf9865-comunidades-indigenas-en-colombia.pdf</a></p> | |
5891 | 15929 | 2893 | 9508 | 2020-10-20 18:33:30 | <p>MICHELLE DAHIANA HERNANDEZ 8-2</p><p><a href="/web/uploads/9508/20d5761fb7-michelle-dahiana-hernandez-34.docx">20d5761fb7-michelle-dahiana-hernandez-34.docx</a><br></p> | |
5892 | 15930 | 3303 | 9329 | 2020-10-20 18:35:39 | <p>Profe buenas noches profe le envío la tarea por el correo </p> | |
5893 | 15931 | 2751 | 9213 | 2020-10-20 18:40:33 | <p><a href="/web/uploads/9213/d83d737f6c-mecanismos-de-p0articipacion-ciudadana.pdf">d83d737f6c-mecanismos-de-p0articipacion-ciudadana.pdf</a></p> | |
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5896 | 15934 | 3375 | 9329 | 2020-10-20 19:00:26 | <p>Profe buenas noches profe ya le envié la actividad por el correo</p> | |
5897 | 15935 | 3337 | 9329 | 2020-10-20 19:10:39 | <p>Hola profe ya le envié la actividad por el correo</p> | |
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