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CLEI I
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Propósito
<ul><li>Valorar la importancia del átomo como aquella partícula que constituye la materia.</li></ul> <ul><li>Conocer los distintos modelos atómicos propuestos a lo largo de la historia.</li> <li>Identificar las partículas subatómicas y saber relacionarlas con el número atómico y másico.</li></ul> <ul> <li>Explicar la distribución de los electrones en orbitales atómicos.</li> <li>Calcular los electrones de valencia, grupo y periodo de los átomos a través de la configuración electrónica</li> <li>Conocer la tabla periódica y su criterio de clasificación.</li></ul>
Motivación
<p>Walt Disney: Nuestro amigo el átomo. “<b>el pescador y el genio"</b></p><p><b></b></p><p><a href="https://www.youtube.com/watch?v=N0aAwb2rivA">https://www.youtube.com/watch?v=N0aAwb2rivA</a></p>
Explicación
<p>INTRODUCCION</p><p>1) Con las siguientes palabras:</p><p>departamento / cama / sala / dormitorio / edificio / cocina / mesa de luz, se confeccionó un</p><p>diagrama que muestra que el departamento está dentro del edificio, que el dormitorio, la sala y la cocina está dentro del departamento, etc.</p><p><img src="data:image/png;base64,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" alt=""></p><p>2. Confecciona un diagrama similar al anterior para el caso de una gota de agua, con las</p><p>siguientes palabras</p><p>átomo / neutrón / núcleo / protón / molécula / quarks / electrón / gota de agua</p><p>3. Confecciona un diagrama similar a los anteriores, para el caso de un perro con las</p><p>siguientes palabras:</p><p>átomo / neutrón/ célula / núcleo / protón / molécula / quarks / corazón/ electrón / perro</p><p><b>SECUENCIAS 1 – 2 – 3</b></p><p><b>MODELOS ATÓMICOS: </b></p><p>Abrir en otra ventana el siguiente link, donde encontrará los contenidos y ejercicios interactivos en donde reforzará lo visto en clase.</p><p>Seguir las instrucciones del docente.</p><p><a href="http://recursostic.educacion.es/secundaria/edad/4esofisicaquimica/4quincena8/4q8_index.htm">http://recursostic.educacion.es/secundaria/edad/4esofisicaquimica/4quincena8/4q8_index.htm</a></p><p>Ir al siguiente link, para ver video:<br></p><p>Cálculo de electrones, protones y neutrones</p><p><a href="https://www.youtube.com/watch?v=w503OQbQdz0">https://www.youtube.com/watch?v=w503OQbQdz0</a></p><p>SECUENCIA 4 -5 6</p><p>LA TABLA PERIÓDICA</p><p>¡La historia de la tabla Periódica!</p><p><a href="https://www.youtube.com/watch?v=sZcjPDFXAyI">https://www.youtube.com/watch?v=sZcjPDFXAyI</a></p><p>Abrir en otra ventana el siguiente link, donde encontrará los contenidos y ejercicios interactivos sobre la Tabla Periódica, en donde reforzará lo visto en clase.</p><p>Seguir las instrucciones del docente.</p><p><a href="http://recursostic.educacion.es/secundaria/edad/4esofisicaquimica/4quincena8/4q8_index.htm">http://recursostic.educacion.es/secundaria/edad/4esofisicaquimica/4quincena8/4q8_index.htm</a></p><p><br></p>
Ejercicios
<p><b>Modelos atómicos</b></p><p><b><a href="http://concurso.cnice.mec.es/cnice2005/93_iniciacion_interactiva_materia/curso/materiales/atomo/modelos.htm">http://concurso.cnice.mec.es/cnice2005/93_iniciacion_interactiva_materia/curso/materiales/atomo/modelos.htm</a></b></p><p><b></b></p><p><b></b></p><p>Estructura del átomo</p><p><a href="https://cienciasnaturales.didactalia.net/recurso/modelo-atomico-de-bohr-primaria-secundaria/5758555a-566e-ab19-bb72-da2d386abc84">https://cienciasnaturales.didactalia.net/recurso/modelo-atomico-de-bohr-primaria-secundaria/5758555a-566e-ab19-bb72-da2d386abc84</a></p><p><a href="https://www.cerebriti.com/juegos-de-ciencias/partes-de-un-atomo/">https://www.cerebriti.com/juegos-de-ciencias/partes-de-un-atomo/</a></p><p><b><a href="https://www.cerebriti.com/juegos-de-ciencias/atomo/">https://www.cerebriti.com/juegos-de-ciencias/atomo/</a></b></p><p><b>construya un átomo</b></p><p><a href="https://www.cokitos.com/construye-un-atomo/play/"><b></b></a><b><a href="https://www.cokitos.com/construye-un-atomo/play/">https://www.cokitos.com/construye-un-atomo/play/</a></b><b></b></p><p><b>juego de niveles de energía y los e-</b></p><p><a href="https://www.cerebriti.com/juegos-de-ciencias/atomo/"><b></b></a><b><a href="https://www.cerebriti.com/juegos-de-ciencias/atomo/">https://www.cerebriti.com/juegos-de-ciencias/atomo...</a></b><b></b></p><p><b></b></p><p><b>TABLA PERIÓDICA:</b></p><p>Juego trivial sobre los elementos. Elige la respuesta correcta entre las tres opciones.</p><p><a href="https://www.quimicas.net/2019/10/elementos-prueba-12-incorrecto.html">https://www.quimicas.net/2019/10/elementos-prueba-12-incorrecto.html</a></p><p><b></b></p><p><b></b></p><p><b>tabla periódica: identificar: metales- no metales- alcalinos…</b></p><p><b></b></p><p><b></b></p><p><b></b></p><p><b></b></p><p><a href="https://cienciasnaturales.didactalia.net/recurso/tabla-periodica-por-grupos-con-simbolos/6df80227-123b-47f9-4e79-7a7d2e99e0d7"><b></b></a><b><a href="https://cienciasnaturales.didactalia.net/recurso/tabla-periodica-por-grupos-con-simbolos/6df80227-123b-47f9-4e79-7a7d2e99e0d7">https://cienciasnaturales.didactalia.net/recurso/t...</a></b><b></b></p>
Evidencia
Evaluación
<p>Prepararse para la evaluación en Google forms, al terminar las secuencias.</p>
Bibliografía
<p><a href="https://www.youtube.com/watch?v=N0aAwb2rivA">https://www.youtube.com/watch?v=N0aAwb2rivA</a><o:p></o:p></p><p><a href="http://recursostic.educacion.es/secundaria">http://recursostic.educacion.es/secundaria</a><span class="redactor-invisible-space"><br></span></p><p><span class="redactor-invisible-space"><b><a href="https://www.cerebriti.com/juegos-de-ciencias/atomo/">https://www.cerebriti.com/juegos-de-ciencias/atomo/</a><o:p></o:p></b><span class="redactor-invisible-space"><br></span></span></p>
Foro
calificable?
Activo
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