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<p>Queridos estudiantes al finalizar esta unidad, estarán en la capacidad de diferenciar las funciones químicas inorgánicas y valorar la importancia que estas tienen en nuestra vida diaria.</p><p><img src="data:image/png;base64,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
Motivación
<h4>Analiza el siguiente vídeo y escribe 5 aspectos que te parecen interesantes de el.</h4><h4><iframe width="500" height="281" src="http://www.youtube.com/embed/oxkaCacqKv4" frameborder="0" allowfullscreen=""></iframe><a href="https://www.youtube.com/watch?v=oxkaCacqKv4">https://www.youtube.com/watch?v=oxkaCacqKv4</a></h4>
Explicación
<p>INGRESA AL SIGUIENTE LINK: <a href="http://recursostic.educacion.es/secundaria/edad/4esofisicaquimica/4quincena8/4q8_index.htm">http://recursostic.educacion.es/secundaria/edad/4e...</a> Y EXPLORA EL PUNTO 5 (FORMULACION QUIMICA)</p><p><img src="http://sinapsis.club/web/uploads/550/ea93e727d4-estructura-atomica.png"></p><strong>EXPLICACION 1: FORMULACION Y NOMENCLATURA: explica la diferencia entre valencia y numero de oxidación.</strong><p><strong>EXPLICACION 2: HIDRUROS: escribe 5 hidruros: formula química y nombre.</strong></p><p><strong>EXPLICACION 3: OXIDOS:<strong> escribe 10 óxidos: formula química y nombre.</strong></strong></p><p><strong>EXPLICACION 4: ACIDOS: consulta 10 ácidos: formula química y nombre.</strong></p><p><strong>EXPLICACION 5: HIDROXIDOS: consulta 5 hidróxidos: formula química y nombre.</strong></p><p><strong>EXPLICACION 6: SALES BINARIAS: escribe 5 sales binarias: formula química y nombre.</strong></p>
Ejercicios
<p><strong>ENTRA AL MENU "EJERCICIOS" Y LUEGO DA CLICK AL TEMA</strong> "FORMULACION Y NOMENCLATURA INORGANICA". DESARROLLA LO EJERCICIOS SOBRE: A) FOMURLACION. B) NOMENCLATURA.</p>
Evidencia
Evaluación
<p>ENTRA AL MENU "AUTOEVALUACION Y DESARROLLA LOS 10 EJERCICIOS QUE ALLI APARECEN.</p>
Bibliografía
<ul><li><a href="http://recursostic.educacion.es/secundaria/edad/4esofisicaquimica/4quincena8/4q8_index.htm">http://recursostic.educacion.es/secundaria/edad/4e...</a></li><li><a href="http://recursostic.educacion.es/secundaria/edad/3esofisicaquimica/3quincena8/3q8_index.htm">http://recursostic.educacion.es/secundaria/edad/3e...</a>Pagina principal.</li><li><a href="http://recursostic.educacion.es/secundaria/edad/index_biogeo.htm">http://recursostic.educacion.es/secundaria/edad/in...</a> Pagina principal "cidead" <a href="http://recursostic.educacion.es/secundaria/edad/4esofisicaquimica/index.htm">http://recursostic.educacion.es/secundaria/edad/4e...</a>Pagina principal "Cidead Fisica y Química" <a href="https://es.educaplay.com/recursos-educativos/3465195-funciones_quimicas_inorganicas.html">https://es.educaplay.com/recursos-educativos/34651...</a>Mapa interactivo Pdf de formulacion quimica <a href="http://agrega.juntadeandalucia.es/repositorio/17022017/d3/es-an_2017021712_9132842/NDOIAND-20070914-0002/quim_ino.html">http://agrega.juntadeandalucia.es/repositorio/1702...</a>Actividades interactivas de nomenclatura formulacion quimica <a href="https://www.alonsoformula.com/inorganica/formulas_01.htm">https://www.alonsoformula.com/inorganica/formulas_...</a>Ejercicios formulacion quimica.</li><li><a href="http://newton.cnice.mec.es/materiales_didacticos/fyqformulacion/generalidades.html">http://newton.cnice.mec.es/materiales_didacticos/f...</a></li><li><a href="https://www.alonsoformula.com/inorganica/"><strong></strong></a><strong><a href="https://www.alonsoformula.com/inorganica/">https://www.alonsoformula.com/inorganica/</a></strong></li><li><strong><a class="DbQRg" target="_blank" href="https://meet.google.com/linkredirect?authuser=0&dest=http%3A%2F%2Frecursostic.educacion.es%2Fsecundaria%2Fedad%2F3esofisicaquimica%2F3quincena8%2F3q8_index.htm">http://recursostic.educacion.es/secundaria/edad/3esofisicaquimica/3quincena8/3q8_index.htm</a> (Teoría y actividades interactivas).</strong><strong></strong></li><li><strong><a class="DbQRg" rel="nofollow noopener noreferrer" target="_blank" href="https://meet.google.com/linkredirect?authuser=0&dest=https%3A%2F%2Fes.khanacademy.org%2Fscience%2Fquimica-pe-pre-u%2Fxa105e22a677145a0%3Aenlaces-quimicos%2Fxa105e22a677145a0%3Afunciones-quimicas-inorganicas%2Fa%2F352-funciones-qumicas-inorgnicas">https://es.khanacademy.org/science/quimica-pe-pre-u/xa105e22a677145a0:enlaces-quimicos/xa105e22a677145a0:funciones-quimicas-inorganicas/a/352-funciones-qumicas-inorgnicas</a><br></strong></li><li><strong><a href="http://bibliotecadigital.ilce.edu.mx/sites/telesec/curso2/htmlb/sec_142.html">http://bibliotecadigital.ilce.edu.mx/sites/telesec/curso2/htmlb/sec_142.html</a></strong></li><li><strong><u><a href="https://cienciasliceotolimense.jimdofree.com/octavo/quimica/">https://cienciasliceotolimense.jimdofree.com/octav...</a></u></strong></li><li><strong><u><a href="https://sites.google.com/site/quimicagraluno/funciones-quimicas-inorganicas">https://sites.google.com/site/quimicagraluno/funci...</a></u></strong></li><li><strong><u><a href="https://meet.google.com/linkredirect?authuser=0&dest=https%3A%2F%2Fwww.cerebriti.com%2F" target="_blank"></a><a href="https://www.cerebriti.com/">https://www.cerebriti.com/</a></u></strong><strong><u> (Juegos interactivos de Biología,química y f</u></strong><strong><u>isica).</u></strong></li><li><strong><u></u></strong><strong><u><a href="https://ineverycrea.net/">https://ineverycrea.net/</a></u></strong></li><li><strong><u><a href="https://www.aulaplaneta.com/"></a><a href="https://www.aulaplaneta.com/">https://www.aulaplaneta.com/</a></u></strong></li><li><strong><u><a href="https://www.orbitalesmoleculares.com/"></a><a href="https://www.orbitalesmoleculares.com/">https://www.orbitalesmoleculares.com/</a></u></strong></li><li><strong><u><a href="http://www.quimicaweb.net/"></a><a href="http://www.quimicaweb.net/">http://www.quimicaweb.net</a></u></strong></li></ul>
Foro
<h4>HAZ UNA LISTA DE COMPUESTOS QUÍMICOS INORGÁNICOS QUE UTILIZAS EN TU CASA Y EXPLICA CUAL ES EL IMPACTO DE CADA UNO DE ELLOS EN EL AMBIENTE.</h4>
calificable?
Activo
Actualizar