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CLEI I
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Propósito
<p>Clasificar los <strong>elementos</strong> químicos en metales y no metales al ensayar sus propiedades físicas y químicas para identificarlos con facilidad en el entorno o vida misma y localizarlos adecuadamente dentro de la tabla <strong>periódica</strong>.</p>
Motivación
<p><img src="/web/uploads/13153/2207850560-imagenciclo5motivacion.jpg"></p>
Explicación
<p>Los elementos tienen una serie de propiedades que <strong>varían</strong> regularmente en la Tabla Periódica que se denominan propiedades periódicas. Todas estas <strong>propiedades</strong> dependen del tamaño atómico, de los electrones del último nivel de energía y de la carga nuclear (número de protones en el núcleo).</p><p>Las <strong>propiedades</strong> periódicas más importantes son: el radio atómico y el radio iónico, la energía de ionización, la afinidad electrónica, la electronegatividad y el carácter metálico.</p><p><img src="/web/uploads/13153/13b0d3877e-imagen2explicacionc5.jpg"></p>
Ejercicios
<p><img src="/web/uploads/13153/65316b1f76-ejercicioc5.png"></p>
Evidencia
Evaluación
<p>Con base en lo explicado anteriormente ubica en la tabla periódica que aparece a continuación los 5 elementos más metálicos, los 5 menos metálicos, los 5 más electronegativos y los 5 con menor radio atómico. Escribe el grupo periodo al que pertenecen y su configuración electrónica.</p><p><img src="data:image/png;base64,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" alt=""></p>
Bibliografía
<p><a href="https://es.slideshare.net/virginiapescador1/actividades-sobre-tabla-peridica">https://es.slideshare.net/virginiapescador1/actividades-sobre-tabla-peridica</a></p><p><a href="https://es.slideshare.net/virginiapescador1/actividades-sobre-tabla-peridica"></a> <a href="https://www.youtube.com/watch?v=4UexqplPlao">https://www.youtube.com/watch?v=4UexqplPlao</a></p>
Foro
calificable?
Activo
Actualizar