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CLEI I
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Propósito
<p>Identifica la función acido y sus diferentes tipos de nomenclatura en situaciones cotidianas mediante resolución de guía de trabajo alusiva al tema para tener herramientas reflexivas frente a los productos de uso y consumo cotidiano.</p>
Motivación
<p><a href="https://www.youtube.com/watch?v=zW04Leb1AC4&ab_channel=PepeysusMaquinas">https://www.youtube.com/watch?v=zW04Leb1AC4&ab_channel=PepeysusMaquinas</a></p><p><img src="https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcQS2nUsQeYmBEE814rkuKWfS0dTpf3TvODILQ&usqp=CAU" alt="BLOG - Página 2 de 7 - Rene Cabezas"></p><p><img src="/web/uploads/629/a4f22270af-imagen-acido.png"></p>
Explicación
<p>Un ácido inorgánico es un ácido derivado de uno o más compuestos inorgánicos, y todos los ácidos inorgánicos forman iones hidrógeno e iones de base conjugada cuando se disuelve en agua. Estos ácidos no tiene carbono en su composición en contraposición a los ácidos orgánicos que si tienen. Los ácidos se clasifican:</p><p><img src="data:image/png;base64,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" alt=""></p><p>1. Ácidos Oxácidos: Son compuestos ternarios y contienen oxigeno en su composición química. </p><p><img src="https://slideplayer.es/slide/8205018/25/images/2/Ox%C3%A1cidos.jpg" alt="OXÁCIDOS. - ppt video online descargar"></p><p>ejemplo</p><p><img src="https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcSeKEW0HcO4XW9CCYJgC_ZXYswjUQAgYdLpzA&usqp=CAU" alt="oxácidos y oxosales"></p><p>Nomenclatura: se tienen en cuenta los sufijos de acuerdo a las valencias de cada elemento</p><p><img src="https://e-educacion.com/tpl/images/1833/6278/0d402.jpg" alt="ÁCIDOS OXACIDOS AYUDEMEN POR FAVOR"></p><p>2. Acidos Hidrácidos: Los <b>ácidos hidrácidos</b> son compuestos de carácter <b>ácido</b> resultantes de la combinación del hidrógeno con los no metales, de los que recibe el nombre, de los grupos 16 (azufre, selenio y teluro) y 17 (flúor, cloro, bromo e iodo)</p><p><img src="https://userscontent2.emaze.com/images/cd137a32-7aaf-4ba8-9db3-477286a7f834/edcb06de-20e1-455c-8c40-425dcf03d548.jpg" alt="acidos"></p><p>observar los videos referentes al tema:</p><p><a href="https://www.youtube.com/watch?v=VcwXlx3Rijg&ab_channel=tuaulaaunclick">https://www.youtube.com/watch?v=VcwXlx3Rijg&ab_channel=tuaulaaunclick</a><br></p><p><a href="https://www.youtube.com/watch?v=qXiUUWfguSg&ab_channel=tuaulaaunclick">https://www.youtube.com/watch?v=qXiUUWfguSg&ab_channel=tuaulaaunclick</a><br></p>
Ejercicios
<p>: Nombrar los siguientes oxácidos indicando además el nº de oxidación del Bromo en cada caso:</p><p>oPrimero calculamos los nº de oxidación del Bromo teniendo en cuenta que la suma de los nº de oxidación de los átomos de la molécula tiene que ser 0:</p><p><b>HBrO<sub>2</sub></b> ? nº de oxidación del bromo = 3 (nº de oxidación del O = -2, y el del H = +1)<b> </b></p><p><b>HBrO<sub>4</sub></b> ? nº de oxidación del bromo = 7<b> </b></p><p><b>HBrO<sub>3</sub></b> ? nº de oxidación del bromo = 5<b> </b></p><p><b>HBrO</b> ? nº de oxidación del bromo = 1</p><p>oAhora ordenamos los compuestos de menor a mayor valencia del bromo para nombrarlos con los prefijos y sufijos adecuados:</p><p><b>HBrO</b> ? ácido <b>hipo</b>brom<b>oso</b></p><p><b>HBrO<sub>2</sub></b> ? ácido brom<b>oso </b></p><p><b>HBrO<sub>3</sub></b> ? ácido bróm<b>ico </b></p><p><b>HBrO<sub>4</sub></b> ? ácido perbróm<b>ico</b></p>
Evidencia
Evaluación
<p>se asignara enlace en plataforma</p>
Bibliografía
<p><a href="https://www.quimicas.net/2015/10/solucion-ejercicios-de-oxacidos.html">https://www.quimicas.net/2015/10/solucion-ejercicios-de-oxacidos.html</a></p><p><a href="https://www.insst.es/documents/94886/162038/1.+Acidos+inorg%C3%A1nicos+-+Acidos+y+anhidridos+org%C3%A1nicos">https://www.insst.es/documents/94886/162038/1.+Acidos+inorg%C3%A1nicos+-+Acidos+y+anhidridos+org%C3%A1nicos</a><br></p><p><a href="https://www.youtube.com/watch?v=zW04Leb1AC4&ab_channel=PepeysusMaquinas">https://www.youtube.com/watch?v=zW04Leb1AC4&ab_channel=PepeysusMaquinas</a><br></p><p><a href="https://www.youtube.com/watch?v=VcwXlx3Rijg&ab_channel=tuaulaaunclick">https://www.youtube.com/watch?v=VcwXlx3Rijg&ab_channel=tuaulaaunclick</a><br></p><p><a href="https://www.youtube.com/watch?v=qXiUUWfguSg&ab_channel=tuaulaaunclick">https://www.youtube.com/watch?v=qXiUUWfguSg&ab_channel=tuaulaaunclick</a><br></p>
Foro
calificable?
Activo
Actualizar