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CLEI I
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Propósito
<p>El estudiante observe el efecto que producen las fuerzas en el estado de reposo o movimiento, mediante el desarrollo de experiencias sencillas que se pueden realizar con elementos que tiene en casa, para que afiance su conocimiento en el comportamiento de los objetos inertes. <o:p></o:p></p>
Motivación
<p><a href="https://www.youtube.com/watch?v=FzSbcGSaiIU&pbjreload=101"></a></p><p><span></span><img src="data:image/png;base64,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" alt="" width="100" height="85" style="width: 100px; height: 85px;">¡<strong>APRENDAMOS JUNTOS SOBRE LA FUERZA Y EL MOVIMIENTO!</strong><img 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" alt=""></p><ul><li>Escuche la siguiente canción: <a href="https://www.youtube.com/watch?v=FzSbcGSaiIU&pbjreload=101">https://www.youtube.com/watch?v=FzSbcGSaiIU&pbjreload=101</a></li><li>Elabore el mapa mental para solucionar el siguiente interrogante: ¿Que cambios pueden producir una fuerza sobre el movimiento de los objetos que tenemos en nuestra casa?</li><li>Desarrolle la sopa de letras: " LAS FUERZAS Y EL MOVIMIENTO"</li></ul>
Explicación
<ul><li>Observe los siguientes vídeos relacionados con los conceptos de fuerza y movimiento que le van a permitir desarrollar unos interrogantes y ademas unas experiencias sencillas con objetos que tiene en su casa como: balón, canicas, silla, caneca de la basura, un carro de juguete:</li><li></li><li>Vídeo 1: <a href="https://www.youtube.com/watch?v=bv89Bs187aU">https://www.youtube.com/watch?v=bv89Bs187aU</a><o:p></o:p></li><li>Vídeo 2: <a href="https://www.youtube.com/watch?v=6TA1z3aY0Pw">https://www.youtube.com/watch?v=6TA1z3aY0Pw</a><o:p></o:p></li><li>Vídeo 3: Primera ley de Newton: <a href="https://www.youtube.com/watch?v=UnpJmqPC8hU">https://www.youtube.com/watch?v=UnpJmqPC8hU</a></li><li>Vídeo 4: Segunda ley de Newton: <a href="https://www.youtube.com/watch?v=Huj224SKR1E">https://www.youtube.com/watch?v=Huj224SKR1E</a></li><li>Vídeo 5: Tercera ley de Newton: <a href="https://www.youtube.com/watch?v=yHM3mq4WqDQ">https://www.youtube.com/watch?v=yHM3mq4WqDQ</a></li></ul>
Ejercicios
<p>Desarrolle las experiencias 1, 2 y 3 de las capsulas de Colombia aprende sobre fuerza y movimiento.</p><p>Actividad 1:</p><p><a href="https://aprende.colombiaaprende.edu.co/sites/default/files/naspublic/ContenidosAprender/G_5/S/S_G05_U03_L04/S_G05_U03_L04_03_01.html">https://aprende.colombiaaprende.edu.co/sites/default/files/naspublic/ContenidosAprender/G_5/S/S_G05_U03_L04/S_G05_U03_L04_03_01.html</a> </p><p>Actividad 2:</p><p><a href="https://aprende.colombiaaprende.edu.co/sites/default/files/naspublic/ContenidosAprender/G_5/S/S_G05_U03_L04/S_G05_U03_L04_03_02.html">https://aprende.colombiaaprende.edu.co/sites/default/files/naspublic/ContenidosAprender/G_5/S/S_G05_U03_L04/S_G05_U03_L04_03_02.html</a><br></p><p>Actividad 3:<span class="redactor-invisible-space"></span><br></p><p><a href="https://aprende.colombiaaprende.edu.co/sites/default/files/naspublic/ContenidosAprender/G_5/S/S_G05_U03_L04/S_G05_U03_L04_03_03.html">https://aprende.colombiaaprende.edu.co/sites/default/files/naspublic/ContenidosAprender/G_5/S/S_G05_U03_L04/S_G05_U03_L04_03_03.html</a><span class="redactor-invisible-space"><br></span></p><p>Comunique los resultados obtenidos en el desarrollo de las diferentes experiencias </p><p><br></p><p><br></p>
Evidencia
Evaluación
<p>Solucione los siguientes interrogantes: ¿Que aprendí sobre fuerza y movimiento?, ¿Como aprendí los conceptos de fuerza y movimiento?, ¿Para que me sirve lo que aprendi sobre fuerza y movimiento?, ¿Como puedo compartir con los miembros de mi familia lo que aprendi sobre fuerza y movimiento?</p>
Bibliografía
<p><a href="https://aprende.colombiaaprende.edu.co/sites/default/files/naspublic/ContenidosAprender/G_5/S/menu_S_G05_U03_L04/index.html">https://aprende.colombiaaprende.edu.co/sites/default/files/naspublic/ContenidosAprender/G_5/S/menu_S_G05_U03_L04/index.html</a></p><p>Muñoz, A N, (2006) Amigos de la naturaleza, Bogotá, Colombia: Editorial Santillana S.A</p><p>Muñoz, J. Representación de fuerzas, consultado el 22, septiembre, 2014 online http://newton. cnice.mec.es/newton2/Newton_pre/escenas/fuerzas_presiones/representacionfuerzas.php</p>
Foro
<p>Realizar una discusión sobre los siguientes interrogantes: ¿Que diferencias encontraron en las diferentes clases de fuerzas?</p><p>¿Que sucede si falta algún elementos para representar una fuerza?</p><p>¿Que relación encontraron en la desarrollo de las experiencias sencillas entre fuerza y movimiento?</p>
calificable?
Activo
Actualizar