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Propósito
<p>Que el estudiante resuelva gráfica y analíticamente ,problemas relativos a la cinemática de diferentes magnitudes y características de los movimientos que observamos cotidianamente; utilizando variables que permitan buscar explicación al movimiento de los cuerpos sin considerar su naturaleza.</p>
Motivación
<p>Observar diferentes imágenes para identificar clases de movimientos y sus variables correspondientes.<br></p>
Explicación
<p>MOVIMIENTO CIRCULAR UNIFORME</p><p><img src="/web/uploads/13113/625dba5e71-mcu.jpg"></p><p>Describe un cuerpo que se mueve alrededor de un eje de un giro con un radio y una velocidad angular (w)constantes ,trazando una circunferencia y con una aceleración centrípeta. Y la norma de la velocidad lineal es constante.</p><p>W=</t</p><p>V =C/T</p><p>V=w.r</p><p>Aceleración centrípeta =velocidad lineal al cuadrado /r</p><p>T=t/n</p><p>F=n/t</p><p>T=1/F</p><p>F =1/T</p><p><iframe width="500" height="281" src="//www.youtube.com/embed/p-xWAos5isc" frameborder="0" allowfullscreen=""></iframe><br></p>
Ejercicios
<p><img src="data:image/png;base64,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
Evidencia
Evaluación
<table> <tbody><tr> <td> <p>RÚBRICAS DEL ASPECTO PERSONAL SOCIAL25%</p><p>1. Asisto a todos a los encuentros sincrónicos y asincrónicos. 5%</p><p>2. Muestro respeto a compañeros y docente a través de la utilización de los diferentes medios virtuales. 2%</p><p>3. Me presento con el celular, computador, tablet o demás implementos utilizados en los encuentros virtuales correctamente diligenciados con nombres y apellidos.2%</p><p>4. Mi puntualidad a los encuentros sincrónicos y asincrónicos es excelente 2%</p><p> 5.Permanezco durante todo el encuentro.2%</p><p>6. Sigo las indicaciones y orientaciones de los encuentros para favorecer el proceso de aprendizaje.2%</p><p>7. Mantengo el micrófono cerrado para evitar interferencia y favorecer el proceso enseñanza aprendizaje, lo mantengo abierto solamente si se solicita. 2%</p><p>8. Evito expresiones y conductas que alteren el desarrollo del proceso enseñanza aprendizaje. 2%</p><p>9. Mi comportamiento siempre es excelente durante los encuentros sincrónicos y asincrónicos. 2%</p><p>10. En caso de ausencia por fuerza mayor a los encuentros sincrónicos o asincrónicos justifico mi ausencia 2%</p> </td> <td> <p>DESEMPEÑO ACTITUDINAL EN LA ASIGNATURA.25%</p><p>1. Cumplo con todos los recursos y materiales solicitados para la clase y la actividad correspondiente.2%</p><p>2. Hago entrega de todas las actividades teniendo en cuenta las fechas asignadas y las presento oportunamente. 5%</p><p>3. Presento las actividades completas, siguiendo los lineamientos propuestos. 2%</p><p>4.Mi actitud frente a las actividades es positiva y participativa. 2%</p><p>5. Siempre estoy dispuesto a desarrollar las actividades propuestas.2%</p><p>6.Mi grado de atención es máximo.2%</p><p>7. Me concentro para entender lo expuesto.2%</p><p>8. Demuestro interés por superar mis dificultades proponiendo alternativas que faciliten mi proceso enseñanza -aprendizaje.2%</p><p>9. Dedico tiempo extra, en caso de dificultad.2%</p><p>10. Recurro a otras fuentes, ejercito y logro comprender exitosamente los aprendizajes.2%</p><p>11.Presento actividades con orden y claridad 2%</p> </td> <td> <p>VALORACIÓN COGNITIVA.</p><p> 1. Manejo apropiadamente los conceptos , ecuaciones y gráficas sobre Mecánica clásica. 3%</p><p>2. Interpreto las gráficas de elementos Mecánica clásica.3%</p><p>3.Relaciono y aplico las teorías y conceptos a situaciones problema de la vida cotidiana.3%</p><p>4.Argumento y sustento con teorías y conceptos mis propuestas e ideas.3%</p><p>5. Desarrollo pensamiento crítico a través de la verificación y coherencia de resultados.3%</p><p>6. Soy creativo e ingenioso ,a la hora de participaren las actividades propias de la asignatura.3%</p><p>7.Demuestro la apropiación cognitiva de los conceptos vistos, a través de diferentes tipos de pruebas.3%</p><p>8.Manejo adecuadamente la tecnología a la hora de dar solución a problemáticas de estudio.3%</p><p>9.Propongo alternativas de solución.3%</p><p>10.Expongo y sustento mis ideas de manera clara y coherente.3%</p> </td> </tr> <tr> <td colspan="3"> <p>EVALUACIÓN BIMESTRAL.</p><p>Demuestro lo aprendido mediante una prueba tipo saber.20%</p> </td> </tr></tbody></table>
Bibliografía
<table><tbody><tr><td><p><b>VIDEOS</b></p><p><a href="https://youtu.be/p-xWAos5isc" target="_blank">https://youtu.be/p-xWAos5isc</a></p><p><a href="https://youtu.be/glJSpPZow2I" target="_blank" aria-label="Compartir vínculo https://youtu.be/p-xWAos5isc">https://youtu.be/glJSpPZow2I</a></p><p><span class="redactor-invisible-space"><a href="https://youtu.be/ecfqe98X47w" target="_blank" aria-label="Compartir vínculo https://youtu.be/glJSpPZow2I">https://youtu.be/ecfqe98X47w</a></span></p><p><span class="redactor-invisible-space"><a href="https://youtu.be/bZKfacNLp5Q" target="_blank" aria-label="Compartir vínculo https://youtu.be/ecfqe98X47w">https://youtu.be/bZKfacNLp5Q</a></span></p><p><span class="redactor-invisible-space"><a href="https://youtu.be/dEhmoIBPLik" target="_blank" aria-label="Compartir vínculo https://youtu.be/bZKfacNLp5Q">https://youtu.be/dEhmoIBPLik</a></span></p></td><td><p><b>LIBROS DE INTERES</b></p><p>Física Lima Santillana 2011</p><p>Física Sao Pablo, moderna plus 2011</p><p>Física conceptual ,Mexico,Pearson 1999</p><p>Física México McGraw- Hill 1993</p><p>FÍSICA ,Barcelona Reverté 1992.</p></td><td><p><b>WEBGRAFIA</b><b></b></p><p><b></b></p><p><img src="http://sinapsis.club/web/uploads/13113/286552f8a7-wiobrafia.jpg" width="316" height="279" style="width: 316px; height: 279px;"></p></td></tr></tbody></table>
Foro
<p><strong>¿CÓMO PODEMOS PREDECIR DÓNDE ESTARÁ Y CON QUÉ RAPIDEZ SE MOVERÁ UN CUERPO EN UN INSTANTE DADO DE SU MOVIMIENTO?</strong></p>
calificable?
Activo
Actualizar