<?xml version='1.0' encoding='UTF-8'?><?xml-stylesheet href="http://www.blogger.com/styles/atom.css" type="text/css"?><feed xmlns='http://www.w3.org/2005/Atom' xmlns:openSearch='http://a9.com/-/spec/opensearchrss/1.0/' xmlns:blogger='http://schemas.google.com/blogger/2008' xmlns:georss='http://www.georss.org/georss' xmlns:gd="http://schemas.google.com/g/2005" xmlns:thr='http://purl.org/syndication/thread/1.0'><id>tag:blogger.com,1999:blog-7414045164771473896</id><updated>2024-11-08T07:26:59.942-08:00</updated><title type='text'>Ingeniería Autotrónica</title><subtitle type='html'>Ingeniería Autotrónica</subtitle><link rel='http://schemas.google.com/g/2005#feed' type='application/atom+xml' href='http://autotronica-upea.blogspot.com/feeds/posts/default'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7414045164771473896/posts/default?redirect=false'/><link rel='alternate' type='text/html' href='http://autotronica-upea.blogspot.com/'/><link rel='hub' href='http://pubsubhubbub.appspot.com/'/><author><name>Sandro</name><uri>http://www.blogger.com/profile/08500050976950593426</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><generator version='7.00' uri='http://www.blogger.com'>Blogger</generator><openSearch:totalResults>2</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>25</openSearch:itemsPerPage><entry><id>tag:blogger.com,1999:blog-7414045164771473896.post-6327103259104532340</id><published>2011-06-09T17:36:00.000-07:00</published><updated>2011-06-09T17:36:31.249-07:00</updated><title type='text'></title><content type='html'>&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;w:WordDocument&gt;   &lt;w:View&gt;Normal&lt;/w:View&gt;   &lt;w:Zoom&gt;0&lt;/w:Zoom&gt;   &lt;w:TrackMoves/&gt;   &lt;w:TrackFormatting/&gt;   &lt;w:PunctuationKerning/&gt;   &lt;w:ValidateAgainstSchemas/&gt;   &lt;w:SaveIfXMLInvalid&gt;false&lt;/w:SaveIfXMLInvalid&gt;   &lt;w:IgnoreMixedContent&gt;false&lt;/w:IgnoreMixedContent&gt;   &lt;w:AlwaysShowPlaceholderText&gt;false&lt;/w:AlwaysShowPlaceholderText&gt;   &lt;w:DoNotPromoteQF/&gt;   &lt;w:LidThemeOther&gt;RU&lt;/w:LidThemeOther&gt;   &lt;w:LidThemeAsian&gt;X-NONE&lt;/w:LidThemeAsian&gt;   &lt;w:LidThemeComplexScript&gt;X-NONE&lt;/w:LidThemeComplexScript&gt;   &lt;w:Compatibility&gt;    &lt;w:BreakWrappedTables/&gt;    &lt;w:SnapToGridInCell/&gt;    &lt;w:WrapTextWithPunct/&gt;    &lt;w:UseAsianBreakRules/&gt;    &lt;w:DontGrowAutofit/&gt;    &lt;w:SplitPgBreakAndParaMark/&gt;    &lt;w:DontVertAlignCellWithSp/&gt;    &lt;w:DontBreakConstrainedForcedTables/&gt;    &lt;w:DontVertAlignInTxbx/&gt;    &lt;w:Word11KerningPairs/&gt;    &lt;w:CachedColBalance/&gt;   &lt;/w:Compatibility&gt;   &lt;w:BrowserLevel&gt;MicrosoftInternetExplorer4&lt;/w:BrowserLevel&gt;   &lt;m:mathPr&gt;    &lt;m:mathFont m:val=&quot;Cambria Math&quot;/&gt;    &lt;m:brkBin m:val=&quot;before&quot;/&gt;    &lt;m:brkBinSub m:val=&quot;--&quot;/&gt;    &lt;m:smallFrac m:val=&quot;off&quot;/&gt;    &lt;m:dispDef/&gt;    &lt;m:lMargin m:val=&quot;0&quot;/&gt;    &lt;m:rMargin m:val=&quot;0&quot;/&gt;    &lt;m:defJc m:val=&quot;centerGroup&quot;/&gt;    &lt;m:wrapIndent m:val=&quot;1440&quot;/&gt;    &lt;m:intLim m:val=&quot;subSup&quot;/&gt;    &lt;m:naryLim m:val=&quot;undOvr&quot;/&gt;   &lt;/m:mathPr&gt;&lt;/w:WordDocument&gt; &lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;w:LatentStyles DefLockedState=&quot;false&quot; DefUnhideWhenUsed=&quot;true&quot;
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&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; mso-outline-level: 2; text-align: justify;&quot;&gt;&lt;b&gt;&lt;i&gt;&lt;u&gt;&lt;span lang=&quot;ES&quot; style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-ansi-language: ES; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: RU;&quot;&gt;Objetivos de la Carrera &lt;/span&gt;&lt;/u&gt;&lt;/i&gt;&lt;/b&gt;&lt;b&gt;&lt;i&gt;&lt;span lang=&quot;ES&quot; style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-ansi-language: ES; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: RU;&quot;&gt;&lt;/span&gt;&lt;/i&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;&quot;&gt;&lt;i&gt;&lt;span lang=&quot;ES&quot; style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10.0pt; mso-ansi-language: ES; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: RU;&quot;&gt;Formar profesionales preparados para dirigir y coordinar el trabajo de personal técnico en el diagnóstico e identificación de fallas; así como, la reparación de piezas y subsistemas, tanto mecánicos como electrónicos, del amplio espectro de los vehículos y máquinas automotrices actuales. Aparte de adquirir las necesarias competencias en las tecnologías mecánicas modernas de los sistemas automotrices en general. La formación de estos profesionales tiene un fuerte énfasis en los sistemas electrónicos de última generación. Este último aspecto se logra en base a numerosos cursos fuertemente apoyados en su laboratorio de. También están dentro de las competencias de este profesional, el diseño y ejecución de rutinas de mantención, tanto preventiva como correctiva, en organizaciones con un importante parque automotriz y de maquinaria.&lt;/span&gt;&lt;/i&gt;&lt;i&gt;&lt;span lang=&quot;ES&quot; style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 12.0pt; mso-ansi-language: ES; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: RU;&quot;&gt;&lt;/span&gt;&lt;/i&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;&quot;&gt;&lt;b&gt;&lt;i&gt;&lt;u&gt;&lt;span lang=&quot;ES&quot; style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-ansi-language: ES; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: RU;&quot;&gt;Perfil Profesional &lt;/span&gt;&lt;/u&gt;&lt;/i&gt;&lt;/b&gt;&lt;span lang=&quot;ES&quot; style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-ansi-language: ES; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: RU;&quot;&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;&quot;&gt;&lt;i&gt;&lt;span lang=&quot;ES&quot; style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10.0pt; mso-ansi-language: ES; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: RU;&quot;&gt;Al concluir el plan de estudios, el egresado de Ingeniería en Autotrónica es un profesional integro y honorable, que responderá con un alto sentido de responsabilidad a los compromisos que su trabajo demande y que será capaz de desenvolverse en el área productiva, administrativa, comercial y de gestión de cualquier empresa automotriz dedicada al mantenimiento y reparación de automóviles y vehículos de carga y livianos. Este profesional es capaz de realizar las rutinas de mantenimiento y reparación de todos los sistemas propiamente mecánicos, como también realizar el diagnóstico eléctrico y electrónico de estos mismos vehículos. Además es capaz de desenvolverse con éxito en labores relacionadas con la atención de público, gestión de repuestos, administración, gestión del negocio y ventas.&lt;/span&gt;&lt;/i&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;&quot;&gt;&lt;b&gt;&lt;i&gt;&lt;u&gt;&lt;span lang=&quot;ES&quot; style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-ansi-language: ES; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: RU;&quot;&gt;Descripción del campo laboral&lt;/span&gt;&lt;/u&gt;&lt;/i&gt;&lt;/b&gt;&lt;b&gt;&lt;u&gt;&lt;span lang=&quot;ES&quot; style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-ansi-language: ES; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: RU;&quot;&gt; &lt;/span&gt;&lt;/u&gt;&lt;/b&gt;&lt;span lang=&quot;ES&quot; style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-ansi-language: ES; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: RU;&quot;&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;&quot;&gt;&lt;i&gt;&lt;span lang=&quot;ES&quot; style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10.0pt; mso-ansi-language: ES; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: RU;&quot;&gt;El campo laboral del Ingeniero en Autotrónica corresponde a los puestos de trabajo de índole productivo, administrativo, comerciales y de gestión, correspondientes a los diversos tipos de negocios presentes en la industria automotriz, tales como, plantas de revisión técnica, servicios multimarca, servicios oficiales, departamentos técnicos, etc. que atiendan automóviles y vehículos de carga y livianos.&lt;/span&gt;&lt;/i&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://autotronica-upea.blogspot.com/feeds/6327103259104532340/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://autotronica-upea.blogspot.com/2011/06/normal-0-false-false-false-ru-x-none-x_09.html#comment-form' title='10 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7414045164771473896/posts/default/6327103259104532340'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7414045164771473896/posts/default/6327103259104532340'/><link rel='alternate' type='text/html' href='http://autotronica-upea.blogspot.com/2011/06/normal-0-false-false-false-ru-x-none-x_09.html' title=''/><author><name>Sandro</name><uri>http://www.blogger.com/profile/08500050976950593426</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>10</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7414045164771473896.post-2124751542132151461</id><published>2011-06-09T17:34:00.000-07:00</published><updated>2011-06-09T17:34:52.054-07:00</updated><title type='text'>Malla Ingenieria autotronica- Universidad Publica de El Alto</title><content type='html'>&lt;img alt=&quot;&quot; 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&quot; /&gt;</content><link rel='replies' type='application/atom+xml' href='http://autotronica-upea.blogspot.com/feeds/2124751542132151461/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://autotronica-upea.blogspot.com/2011/06/malla-ingenieria-autotronica.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7414045164771473896/posts/default/2124751542132151461'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7414045164771473896/posts/default/2124751542132151461'/><link rel='alternate' type='text/html' href='http://autotronica-upea.blogspot.com/2011/06/malla-ingenieria-autotronica.html' title='Malla Ingenieria autotronica- Universidad Publica de El Alto'/><author><name>Sandro</name><uri>http://www.blogger.com/profile/08500050976950593426</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' 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