tag:blogger.com,1999:blog-38197453794520479332024-03-23T03:14:57.808-07:00DOCENCIA EN ENFERMERIAGuadalupe de Tejadahttp://www.blogger.com/profile/04994766261043918561noreply@blogger.comBlogger20125tag:blogger.com,1999:blog-3819745379452047933.post-34209675583790970682012-09-06T21:04:00.000-07:002016-11-09T14:32:50.073-08:00Contenido<br />
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<span style="font-size: large;"><b><i>Un especial saludo a las personas
que consultan la información que he incluido en este blog. El objetivo
principal que persigo es proporcionarles conocimientos resumidos y concretos así como algunos modelos de planes que de acuerdo a
mi experiencia es esta area les pueden ser de ayuda en su vida como
estudiante o docente que incursiona en el area de Docencia, como
capacitadora y en la formación de recursos humanos en Enfermería.</i></b></span></div>
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<span style="font-size: large;"><b><i>
El personal de enfermeria se desempeña en cuatro areas especificas,
Atencion directa, Docencia, Administración e Investigación. Para
trabajar en el area docente se requiere unido a la experiencia
practica, poseer conocimientos y tecnicas educativas especificas para enseñar a otros el
arte del cuidado de pacientes.</i></b></span></div>
<div style="text-align: justify;">
<span style="font-size: large;"><b><i>Estaré
desarrollando las tematicas basicas que un docente debe poseer para
desarrollar su trabajo como formadora y capacitadora del recurso de
enfermería. Se agregaran los contenidos gradualmente.</i></b></span></div>
<span style="font-size: large;"><b><i>Por favor deje sus comentarios para enriquecer el blog</i></b></span><!--[if gte mso 9]><xml>
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<b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;">A. Proceso Enseñanza
- Aprendizaje en Enfermería</span></i></b></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: 0cm;">
<ul>
<li><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;"><a href="http://enfermeriadocencia1.blogspot.com/2014/06/proceso-ensenanza-aprendizaje-en.html">Importancia del Proceso Enseñanza Aprendizaje</a></span></li>
</ul>
</div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: 0.0001pt;">
<ul>
<li><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;"><a href="http://enfermeriadocencia1.blogspot.com/2014/09/principios-didacticos-y-los-metodos-de.html">Principios Didácticos y los Métodos de Enseñanza</a></span></li>
</ul>
</div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: 0cm;">
<ul>
<li><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;"><a href="http://enfermeriadocencia1.blogspot.com/2012/09/elementos-del-proceso-ensenanza.html">Elementos del Proceso Enseñanza - Aprendizaje</a></span></li>
</ul>
</div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: 0cm;">
<ul>
<li><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;"><a href="http://enfermeriadocencia1.blogspot.com/2014/09/perfil-del-docente.html">Perfil del Docente</a></span></li>
</ul>
</div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: 0.0001pt;">
<b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;">B. La Didáctica y su
Aplicación en la Enseñanza de Enfermería</span></i></b></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: 0cm;">
<ul>
<li><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;">Introducción </span></li>
</ul>
</div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: 0cm;">
<ul>
<li><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;">Conceptualización
de la Didáctica </span></li>
</ul>
</div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: 0cm;">
<ul>
<li><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;">Bases de la
Didáctica </span></li>
</ul>
</div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: 0cm;">
<ul>
<li><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;">Objetivos
de la Didáctica </span></li>
</ul>
</div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: 0cm;">
<ul>
<li><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;">Principios
de la Didáctica </span></li>
</ul>
</div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: 0cm;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: 0cm;">
<b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;">C. Métodos de
Enseñanza</span></i></b></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: 0cm;">
<ul>
<li>Métodos según la naturaleza de los fines</li>
</ul>
<ul>
<li>Métodos en cuanto a la forma del razonamiento</li>
</ul>
<ul>
<li>Métodos en cuanto a la coordinación de la materia</li>
</ul>
<ul>
<li>Métodos en cuanto a la coordinación de la enseñanza</li>
</ul>
<ul>
<li>Métodos en cuanto a la sistematización de la materia</li>
</ul>
<br /></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: 0cm;">
<b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;">D. Técnicas de
Enseñanza</span></i></b><br />
<ul>
<li><span style="mso-bidi-font-weight: normal;"><span style="mso-bidi-font-style: normal;"><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;"><span style="font-family: "times new roman" , "serif";"><a href="http://enfermeriadocencia1.blogspot.com/2016/04/simposio.html">Simposio</a></span> </span></span></span></li>
</ul>
<ul>
<li><span style="mso-bidi-font-weight: normal;"><span style="mso-bidi-font-style: normal;"><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;"><a href="http://enfermeriadocencia1.blogspot.com/2012/10/mesa-redonda.html">Mesa Redonda</a></span></span></span></li>
</ul>
<ul>
<li><span style="mso-bidi-font-weight: normal;"><span style="mso-bidi-font-style: normal;"><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;"><span style="font-family: "times new roman" , "serif";"><a href="http://enfermeriadocencia1.blogspot.com/2016/04/seminario.html">Seminario</a></span></span></span></span></li>
</ul>
<ul>
<li><span style="mso-bidi-font-weight: normal;"><span style="mso-bidi-font-style: normal;"><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;"><span style="font-family: "times new roman" , "serif";"><a href="http://enfermeriadocencia1.blogspot.com/2012_05_01_archive.html">Panel</a></span></span></span></span></li>
</ul>
<ul>
<li><span style="mso-bidi-font-weight: normal;"><span style="mso-bidi-font-style: normal;"><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;"><span style="font-family: "times new roman" , "serif";"><span style="font-family: "times new roman" , "serif";"><a href="http://enfermeriadocencia1.blogspot.com/2012/07/dialogo-o-debate-publico.html">Diálogo o Debate Público</a></span></span></span></span></span></li>
</ul>
<ul>
<li><span style="mso-bidi-font-weight: normal;"><span style="mso-bidi-font-style: normal;"><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;"><span style="font-family: "times new roman" , "serif";"><span style="font-family: "times new roman" , "serif";"><a href="http://enfermeriadocencia1.blogspot.com/2012/09/conferencia.html">Conferencia</a></span></span> </span></span></span></li>
</ul>
<ul>
<li><span style="mso-bidi-font-weight: normal;"><span style="mso-bidi-font-style: normal;"><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;"><a href="http://enfermeriadocencia1.blogspot.com/p/blog-page_72.html">Charla Educativa</a></span></span></span></li>
</ul>
<ul>
<li><span style="mso-bidi-font-weight: normal;"><span style="mso-bidi-font-style: normal;"><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;"><a href="http://enfermeriadocencia1.blogspot.com/2012/09/taller.html">Taller</a></span></span></span></li>
</ul>
<ul>
<li><span style="mso-bidi-font-weight: normal;"><span style="mso-bidi-font-style: normal;"><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;">Foro</span></span></span></li>
</ul>
<ul>
<li><span style="mso-bidi-font-weight: normal;"><span style="mso-bidi-font-style: normal;"><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;"><span style="font-family: "times new roman" , "serif";">Phillips 66</span></span></span></span></li>
</ul>
<ul>
<li><span style="mso-bidi-font-weight: normal;"><span style="mso-bidi-font-style: normal;"><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;"><a href="http://enfermeriadocencia1.blogspot.com/2016/04/entrevista-individual.html">Técnica de Entrevista </a> </span></span></span></li>
</ul>
<ul>
<li><span style="mso-bidi-font-weight: normal;"><span style="mso-bidi-font-style: normal;"><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;"><span style="font-family: "times new roman" , "serif";"></span> Estudio de Casos</span></span></span></li>
</ul>
<ul>
<li><span style="mso-bidi-font-weight: normal;"><span style="mso-bidi-font-style: normal;"><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;">Desempeño de Roles (Sociodrama, Dramatización, Role Playing)</span></span></span></li>
</ul>
<ul>
<li><span style="mso-bidi-font-weight: normal;"><span style="mso-bidi-font-style: normal;"><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;"><a href="http://enfermeriadocencia1.blogspot.com/2012/09/demostracion.html">Demostración</a></span></span></span></li>
</ul>
<ul>
<li><span style="mso-bidi-font-weight: normal;"><span style="mso-bidi-font-style: normal;"><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;">Comisión</span></span></span></li>
</ul>
<ul>
<li><span style="mso-bidi-font-weight: normal;"><span style="mso-bidi-font-style: normal;"><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;">Excursión</span></span></span></li>
</ul>
<ul>
<li><span style="mso-bidi-font-weight: normal;"><span style="mso-bidi-font-style: normal;"><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;"><span style="font-family: "times new roman" , "serif";">Torbellino o Lluvia de I<span style="font-family: "times new roman" , "serif";">deas</span></span></span></span></span></li>
</ul>
<ul>
<li><span style="mso-bidi-font-weight: normal;"><span style="mso-bidi-font-style: normal;"><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;">Proyecto de Visión Futura</span></span></span></li>
</ul>
<ul>
<li><span style="mso-bidi-font-weight: normal;"><span style="mso-bidi-font-style: normal;"><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;">Cuchi<span style="font-family: "times new roman" , "serif";">cheo (Diálogo S<span style="font-family: "times new roman" , "serif";">imultáneo)</span></span></span></span></span></li>
</ul>
<span style="mso-bidi-font-weight: normal;"><span style="mso-bidi-font-style: normal;"><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;"><br /></span></span></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: 0cm;">
<i><b>E. Ayudas o Medios Audiovisuales </b></i><br />
<ul>
<li><i><b> </b></i>Definición</li>
</ul>
<ul>
<li>Importancia</li>
</ul>
<ul>
<li>Ventajas</li>
</ul>
<ul>
<li>Clasificación</li>
</ul>
<ul>
<li>Características y propiedades de los medios audiovisuales</li>
</ul>
</div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: 0cm;">
<b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;">E. Planeamiento
Didáctico</span></i></b></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: 0cm;">
<ul>
<li><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;">Introducción </span></li>
</ul>
</div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: 0cm;">
<ul>
<li><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;">Concepto de
Planeamiento Didáctico </span></li>
</ul>
</div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: 0cm;">
<ul>
<li><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;">Proceso de
Desarrollo Curricular y Planeamiento Didáctico </span></li>
</ul>
</div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: 0cm;">
<ul>
<li><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;">Importancia
de los Objetivos Educativos en el Planeamiento Didáctico</span></li>
</ul>
</div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: 0cm;">
<ul>
<li><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;">Importancia
de la Planificación de la Educación de Enfermería </span></li>
</ul>
</div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: 0cm;">
<ul>
<li><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;">Planificación
de una Asignatura </span></li>
</ul>
</div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: 0cm;">
<ul>
<li><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;">Herramientas a Utilizar en la Elaboración del Planeamiento Didáctico </span></li>
</ul>
</div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: 0cm;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: 0cm;">
<b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;">F. Tipos de
Planeamientos Didácticos Utilizados en las Asignaturas de Enfermería</span></i></b><br />
</div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: 0cm;">
<span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;"> 1. Planeamiento
Didáctico de la Teoría</span><br />
<span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;"> <a href="http://enfermeriadocencia1.blogspot.com/p/blog-page_91.html">Planeamiento Didáctico General de Teoria</a></span><br />
<span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;"> <a href="http://enfermeriadocencia1.blogspot.com/p/blog-page_12.html">Planeamiento Didáctico de Unidad</a> </span><br />
<span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;"> <a href="http://enfermeriadocencia1.blogspot.com/p/blog-page_36.html">Planeamiento Didáctico de Clase</a></span><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;"> </span><br />
</div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: 0cm;">
<span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;"> 2.
Planeamiento Didáctico de la Práctica Clínica </span><br />
<a href="http://enfermeriadocencia1.blogspot.com/p/plan-didactico-de-laboratorio.html">Planeamiento Didáctico de Laboratorio</a><br />
Planeamiento Didáctico General de Práctica<br />
Planeamiento Didáctico de Unidad de Práctica<br />
Planeamiento Didáctico Semanal<br />
Planeamiento Didáctico Diario <br />
<br />
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Guadalupe de Tejadahttp://www.blogger.com/profile/04994766261043918561noreply@blogger.com1tag:blogger.com,1999:blog-3819745379452047933.post-7568053440022500322012-09-05T21:01:00.000-07:002016-06-01T21:03:35.475-07:00Taller<!--[if !mso]>
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<br />
<div class="MsoNormal">
<span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">Un grupo no menor de 20
personas se reúne para planear, elaborar y evaluar diferentes materiales de
trabajo.</span></div>
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<br /></div>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">APLICACIÓN</span></b></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">Se recomienda para
cumplir<b style="mso-bidi-font-weight: normal;"> </b>con objetivos eminentemente
prácticos (de destreza sico – motrices). Cuando se desea construir o elaborar
materiales que van a ser útiles en las actividades de Educación para la salud.</span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">VENTAJAS</span></b></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
<br />
<ul>
<li><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">Permite un ambiente familiar</span></li>
</ul>
<br />
<ul>
<li><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">Promueve el trabajo en
equipo</span></li>
</ul>
<br />
<ul>
<li><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">Estimula el “aprender
haciendo”</span></li>
</ul>
<br />
<ul>
<li><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">Impulsa actuar con
originalidad</span></li>
</ul>
<br />
<ul>
<li><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">Permite elaborar
materiales en donde se ponen en práctica los niveles cognoscitivo, afectivo y
psicomotor del individuo.</span></li>
</ul>
<br />
<ul>
<li><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">Fomenta el desarrollo
de la imaginación creadora</span></li>
</ul>
<br />
<ul>
<li><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">Permite establecer una
integración objetiva entre la teoría y la práctica</span></li>
</ul>
<br />
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">LIMITACIONES</span></b></div>
<div class="MsoNormal">
<br /></div>
<br />
<ul>
<li><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">El conductor del grupo
es quien debe proponer el tipo de trabajo que se elaborará.</span></li>
</ul>
<br />
<ul>
<li><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">El trabajo que se
proponga debe estar de acuerdo con las posibilidades de los miembros del grupo.</span></li>
</ul>
<br />
<ul>
<li><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">Debe acondicionarse un
lugar adecuado para el trabajo, dependiendo de las necesidades.</span></li>
</ul>
<br />
<ul>
<li><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">Requiere de suficientes
recursos materiales para facilitar la elaboración de productos finales.</span></li>
</ul>
<br />
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">PREPARACIÓN</span></b></div>
<div class="MsoNormal">
<br /></div>
<br />
<ul>
<li><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">Selección de los temas
de trabajo</span></li>
</ul>
<br />
<ul>
<li><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">Elaboración de
objetivos educativos</span></li>
</ul>
<br />
<ul>
<li><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">Selección de todos los
recursos necesarios, financieros, materiales y humanos</span></li>
</ul>
<br />
<ul>
<li><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">Escogencia de un lugar
adecuado para el trabajo, así como de las fechas y horas más prudentes.</span></li>
</ul>
<br />
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">RECURSOS</span></b></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">Material impreso, mesas
y sillas para trabajar en grupo, <span style="mso-spacerun: yes;"> </span>rotafolio, <span style="mso-spacerun: yes;"> </span>pizarra y otros.</span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">DESARROLLO</span></b></div>
<div class="MsoNormal">
<br /></div>
<br />
<ul>
<li><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">Preparar la estructura
del taller en forma de documentos guía.</span></li>
</ul>
<br />
<ul>
<li><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">El conductor o
moderador explica al grupo, el mecanismo del taller y los objetivos que se
persiguen.</span></li>
</ul>
<br />
<ul>
<li><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">Entrega de guías y
material de fotocopias sobre el tema.</span></li>
</ul>
<br />
<ul>
<li><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">Distribuye el trabajo
al grupo total o en pequeños grupos, según el caso.</span></li>
</ul>
<br />
<ul>
<li><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">Establece el tiempo para
terminar el taller.</span></li>
</ul>
<br />
<ul>
<li><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">Ofrece asesoría técnica
a los participantes de forma constante y sistematizada.</span></li>
</ul>
<br />
<ul>
<li><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">Delega la
responsabilidad del trabajo efectivo a los miembros de cada subgrupo.</span></li>
</ul>
<br />
<ul>
<li><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">Los grupos trabajan con
toda libertad, respetando las normas establecidas de procedimiento y de tiempo
disponible.</span></li>
</ul>
<br />
<ul>
<li><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">Terminados los
productos finales, cada grupo debe validar los materiales, en las áreas
específicas de aplicación práctica.</span></li>
</ul>
<br />
<ul>
<li><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">Cada subgrupo debe
hacer presentación de todo el material elaborado al final del taller, para
constatar el cumplimiento de los objetivos propuestos.</span></li>
</ul>
<br />
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
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<br /></div>
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Guadalupe de Tejadahttp://www.blogger.com/profile/04994766261043918561noreply@blogger.com1tag:blogger.com,1999:blog-3819745379452047933.post-40080667843638445242012-09-05T20:41:00.000-07:002016-04-27T20:29:24.321-07:00Seminario<!--[if gte mso 9]><xml>
<o:OfficeDocumentSettings>
<o:RelyOnVML/>
<o:AllowPNG/>
</o:OfficeDocumentSettings>
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<w:WordDocument>
<w:View>Normal</w:View>
<w:Zoom>0</w:Zoom>
<w:TrackMoves/>
<w:TrackFormatting/>
<w:HyphenationZone>21</w:HyphenationZone>
<w:PunctuationKerning/>
<w:ValidateAgainstSchemas/>
<w:SaveIfXMLInvalid>false</w:SaveIfXMLInvalid>
<w:IgnoreMixedContent>false</w:IgnoreMixedContent>
<w:AlwaysShowPlaceholderText>false</w:AlwaysShowPlaceholderText>
<w:DoNotPromoteQF/>
<w:LidThemeOther>ES-SV</w:LidThemeOther>
<w:LidThemeAsian>X-NONE</w:LidThemeAsian>
<w:LidThemeComplexScript>X-NONE</w:LidThemeComplexScript>
<w:Compatibility>
<w:BreakWrappedTables/>
<w:SnapToGridInCell/>
<w:WrapTextWithPunct/>
<w:UseAsianBreakRules/>
<w:DontGrowAutofit/>
<w:SplitPgBreakAndParaMark/>
<w:EnableOpenTypeKerning/>
<w:DontFlipMirrorIndents/>
<w:OverrideTableStyleHps/>
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<m:mathFont m:val="Cambria Math"/>
<m:brkBin m:val="before"/>
<m:brkBinSub m:val="--"/>
<m:smallFrac m:val="off"/>
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<m:intLim m:val="subSup"/>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">SEMINARIO</span></b></div>
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<br /></div>
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<span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">Técnica
educativa en el que un grupo reducido de personas investiga o estudia un tema
en sesiones planificadas, recurriendo a fuentes originales de información.</span></div>
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<br /></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">APLICACIÓN</span></b><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
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<span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">Es
eficaz el seminario cuando se quiere estudiar algún problema en donde la
información no está elaborada y que haya que indagar. El grupo de seminario
está integrado por un mínimo de 5 y hasta un máximo de 12 personas.</span></div>
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<br /></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">VENTAJAS</span></b></div>
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<ul>
<li><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">Propicia
un clima agradable y de colaboración recíproca entre los participantes.</span></li>
</ul>
<ul>
<li><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">Proporciona
una actitud crítica pues cada uno de los participantes debe investigar.</span></li>
</ul>
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<li><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">Rompe
la rutina, pues no se trata de estudiar cosas ya elaboradas sino que se debe
buscar información e investigar el problema.</span></li>
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<br /></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">LIMITACIONES</span></b></div>
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<li><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">Se
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<li><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">Se
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</ul>
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<li><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">La
duración del seminario dependerá del cumplimiento de los objetivos y del
interés de los participantes.</span></li>
</ul>
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<br /></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">PREPARACIÓN</span></b></div>
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<li><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">Seleccionar el tema</span></li>
</ul>
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<li><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">Establecer los
objetivos que se proponen alcanzar</span></li>
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<li><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">Seleccionar el lugar
donde se va a realizar el seminario</span></li>
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<li><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">Escoger las ayudas audiovisuales
que se van a utilizar</span></li>
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<br /></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">RECURSOS</span></b></div>
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<span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">Rotafolios, pizarra,
material impreso, proyectores, computadora, otros.</span></div>
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<br /></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">DESARROLLO</span></b></div>
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<li><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">Inicialmente
debe estar todo el grupo de participantes, los cuales se dividirán luego en
subgrupos de seminario.</span></li>
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<li><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">El
organizador lee la agenda de trabajo. Se discute para aceptar o modificar dicha
agenda, la que queda lista (definitiva) para que los subgrupos trabajen.</span></li>
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<span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;"></span>
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<li><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">El
grupo grande se divide en subgrupos de seminario de 5 a 12 miembros, lo cuales
se puede agrupar a voluntad de ellos mismos. Estos pequeños grupos se instalan
en los locales previstos, preferiblemente tranquilos y con los elementos de
trabajo necesarios.</span></li>
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<li><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">Cada
subgrupo designa el moderador o coordinador y relator para organizar el
trabajo, un secretario para tomar nota de las conclusiones y cronometrista que
controle el tiempo de las discusiones.</span></li>
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tarea de cada subgrupo consiste, de aquí en adelante, en buscar información,
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asesores, confrontar puntos de vista hasta llegar a formular las conclusiones
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se venza el tiempo para las reuniones de seminario, cada subgrupo debe haber
cumplido con los objetivos planteados. Las conclusiones deben estar listas
también para ser presentadas en la plenaria.</span><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;"> </span></li>
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el grupo para lograr un acuerdo y resumen general de las conclusiones del
seminario.</span></li>
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<a href="https://www.blogger.com/blogger.g?blogID=3819745379452047933" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><a href="https://www.blogger.com/blogger.g?blogID=3819745379452047933" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><br /></div>
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<![endif]-->Guadalupe de Tejadahttp://www.blogger.com/profile/04994766261043918561noreply@blogger.com0tag:blogger.com,1999:blog-3819745379452047933.post-76384444478027256852012-09-05T20:26:00.000-07:002014-09-20T09:38:05.400-07:00Perfil del Docente<div class="separator" style="clear: both; text-align: center;">
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<div align="center" class="MsoNormal" style="text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">SIMPOSIO</span></b></div>
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<br /></div>
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<span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">Es
un procedimiento en donde un grupo de expertos (3 – 6) opinan, usando la
exposición, sobre diferentes aspectos de un mismo tema, ante un público. Es una
técnica educativa bastante formal.</span></div>
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<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">APLICACIÓN</span></b></div>
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<br /></div>
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<span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">Es
muy usado cuando se desea dar una información completa y variada acerca de un
tema específico, analizado desde distintos aspectos</span></div>
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<br /></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">VENTAJAS</span></b></div>
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<br /></div>
<ul>
<li><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;"><span style="mso-list: Ignore;"><span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">Cuando los expositores son de alto nivel científico
o académico la actividad resulta muy atractiva para el público.</span><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;"> </span></li>
</ul>
<span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;"><br /></span>
<br />
<ul>
<li><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">Permit<span style="font-family: "times new roman" , "serif";">e</span> a los asistentes tener una información autorizada
de diferentes aspectos de un tema.</span><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;"> </span></li>
</ul>
<span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;"><br /></span>
<br />
<ul>
<li style="text-align: justify;"><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;"><span style="mso-list: Ignore;"><span style="font: 7.0pt "Times New Roman";"></span></span></span><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">Cuando las deliberaciones de un simposio se graban y
transcriben constituyen un material valioso como recurso didáctico para otros
grupos.</span></li>
</ul>
<div class="MsoListParagraphCxSpLast" style="mso-list: l2 level1 lfo1; text-align: justify; text-indent: -18.0pt;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">LIMITACIONES</span></b></div>
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<br /></div>
<ul>
<li style="text-align: justify;"><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;"><span style="mso-list: Ignore;"><span style="font: 7.0pt "Times New Roman";"></span></span></span><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">Se necesitan reuniones previas con los especialistas
para que los puntos de vista resulten congruentes y complementarios con el tema
central.</span><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;"> </span></li>
</ul>
<ul style="text-align: justify;">
<li><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;"><span style="mso-list: Ignore;"><span style="font: 7.0pt "Times New Roman";"></span></span></span><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">Es difícil reunir a especialistas de alto nivel para
dicha actividad, ya que generalmente son personas que tienen responsabilidad en
su trabajo.</span><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;"> </span></li>
</ul>
<ul style="text-align: justify;">
<li><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;"><span style="mso-list: Ignore;"><span style="font: 7.0pt "Times New Roman";"></span></span></span><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">Los expertos suelen utilizar un lenguaje técnico o
científico que muchas veces no está dentro del nivel de comprensión de los
grupos populares.</span><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;"> </span></li>
</ul>
<ul style="text-align: justify;">
<li style="text-align: justify;"><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;"><span style="mso-list: Ignore;"><span style="font: 7.0pt "Times New Roman";"></span></span></span><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">El tiempo recomendado para cada expositor es de 10 a
15 minutos (algunas veces los expertos reclaman un mayor tiempo para el uso de
ayudas audiovisuales). Esa medida se debe a que la actividad total no debe
excederse de una hora.</span></li>
</ul>
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<br /></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">PREPARACIÓN</span></b></div>
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<br /></div>
<ul>
<li style="text-align: justify;"><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;"><span style="mso-list: Ignore;"><span style="font: 7.0pt "Times New Roman";"></span></span></span><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">Selección del tema de interés del público, dependiendo
del diagnóstico realizado.</span><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;"> </span></li>
</ul>
<ul style="text-align: justify;">
<li><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">Escogencia del moderador</span><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;"> </span></li>
</ul>
<ul style="text-align: justify;">
<li><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">Identificación de los expertos en el tema</span></li>
</ul>
<ul style="text-align: justify;">
<li style="text-align: justify;"><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">Reunión preliminar del moderador y los expertos con
el equipo organizador. Este paso es muy importante para definir los enfoques,
evitar repeticiones y establecer el orden de las experiencias y seleccionar el
lugar.</span></li>
</ul>
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<br /></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">RECURSOS</span></b></div>
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<br /></div>
<ul>
<li style="text-align: justify;"><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;"><span style="mso-list: Ignore;"><span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">Es recomendable grabar las intervenciones de los
expertos para lo cual se requiere equipo especial (grabadora, extensión
eléctrica, micrófono, computadora, etc.)</span><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;"> </span></li>
</ul>
<ul style="text-align: justify;">
<li><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;"><span style="mso-list: Ignore;"><span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">Material impreso con el contenido de las
deliberaciones que será entregado posteriormente a cada participante.</span><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;"> </span></li>
</ul>
<ul style="text-align: justify;">
<li><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;"><span style="mso-list: Ignore;"><span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">Si los expertos lo requieren, es posible que se
necesite otros materiales.</span><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;"><br /></span></li>
</ul>
<ul style="text-align: justify;">
<li style="text-align: justify;"><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;"><span style="mso-list: Ignore;"><span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">Mesa, sillas vasos con agua, puntero, otros.</span></li>
</ul>
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<br /></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">DESARROLLO</span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;"> </span></b><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;"> </span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">El
moderador es una persona que debe ejecutar las siguientes funciones:</span></div>
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<br /></div>
<ul>
<li style="text-align: justify;"><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">Coordinar el simposio</span><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;"> </span></li>
</ul>
<ul style="text-align: justify;">
<li><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">Saludar al público y presentarse, introducir el tema</span><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;"> </span></li>
</ul>
<ul style="text-align: justify;">
<li><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">Presentar a los especialistas por su nombre
completo, su rango académico y su cargo.</span><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;"> </span><br />
</li>
</ul>
<ul style="text-align: justify;">
<li><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">Introducir cada intervención de cada participante
identificando el aspecto o punto de vista que va a desarrollar.</span><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;"> </span></li>
</ul>
<ul style="text-align: justify;">
<li><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">Ceder la palabra a cada experto y controlar el
tiempo de cada exposición (15 minutos).</span><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;"> </span></li>
</ul>
<ul style="text-align: justify;">
<li><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">Al finalizar todas las intervenciones de los
expertos, hacer una breve síntesis de los puntos tratados, identificando
coincidencias y discrepancias.</span><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;"> </span></li>
</ul>
<ul style="text-align: justify;">
<li><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">Se considera de interés del grupo ofrecer
oportunidad para que el público haga preguntas a los especialistas.</span><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;"> </span></li>
</ul>
<ul style="text-align: justify;">
<li><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">Cuando interviene el público, anotar o definir el
orden y número de preguntas y sugerir a los especialistas la contestación de
cada una de ellas.</span><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;"> </span></li>
</ul>
<ul style="text-align: justify;">
<li><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;"><span style="mso-list: Ignore;"><span style="font: 7.0pt "Times New Roman";"></span></span></span><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">Avisar al público
de la finalización del tiempo para preguntas y agradecer la participación a los
expertos. </span><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;"> </span></li>
</ul>
<ul style="text-align: justify;">
<li style="text-align: justify;"><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">Si el grupo lo
considera necesario, podrá dirigir una discusión de grupo, una vez que los expertos
se hayan retirado.</span></li>
</ul>
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<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">REQUISITOS DE LOS PARTICIPANTES</span></b></div>
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<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<i><u><b style="mso-bidi-font-weight: normal;"><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">Expertos:</span></b></u></i><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;"> </span><br />
<span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">Dominio del tema y facilidad de oratoria, sencilla
y ordenada para garantizar una exposición y diálogo claros y que el tema se
desarrolle en forma concreta.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;"><i><u>Moderador:</u></i> </span></b><br />
<span style="font-family: "times new roman" , "serif";">C</span><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">onocimiento general del tema y de la metodología
utilizada en la técnica seleccionada, capacidad adecuada para síntesis,
expresión oral y experiencia en reuniones de esta naturaleza.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<i><u><b style="mso-bidi-font-weight: normal;"><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">Público:</span></b></u></i><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;"> </span><br />
<span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">Hacer preguntas claras y concretas en el momento en
que lo indica el moderador.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">(los
requisitos para los participantes de un simposio, son los mismos para la mesa
redonda y el panel).</span></div>
<div class="MsoNormal" style="text-align: justify;">
<br />
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<br />
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<img alt="" 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Guadalupe de Tejadahttp://www.blogger.com/profile/04994766261043918561noreply@blogger.com1tag:blogger.com,1999:blog-3819745379452047933.post-15395444870731735252012-09-05T17:36:00.000-07:002016-05-13T13:30:08.613-07:00Tecnica de Entrevista <!--[if gte mso 9]><xml>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;"></span></b><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;"></span><!--[if gte mso 9]><xml>
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<br />
<div align="center" class="MsoNormal" style="text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">ENTREVISTA INDIVIDUAL</span></b></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">Es
una conversación entre dos personas, con la finalidad de intercambiar
información. La entrevista constituye un procedimiento didáctico muy usado
cuando se desea descubrir algún problema y orientar su solución, obtener
información o fomentar comportamiento preventivo en el entrevistado.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">El Entrevistador</span></b><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
<br />
<span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">Debe
tener en cuenta los siguientes aspectos<b style="mso-bidi-font-weight: normal;">:</b></span><br />
<ul>
<li><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">Tener
muy claro cuáles son los objetivos<span style="mso-spacerun: yes;"> </span>de la
entrevista.</span></li>
</ul>
<ul>
<li><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">Respeto
a la personalidad del entrevistado.</span></li>
</ul>
<ul>
<li><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">Evitar
tensiones al entrevistado</span></li>
</ul>
<ul>
<li><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">Ayudar
a expresar en caso de que encuentre dificultad o temor en su entrevistado.</span></li>
</ul>
<ul>
<li><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">Atraer
su confianza</span></li>
</ul>
<ul>
<li><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">Canalizar
la conversación hacia el tema central</span></li>
</ul>
<ul>
<li><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">Ser
imparcial y no influir en las respuestas</span></li>
</ul>
<ul>
<li><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">Adaptarse
al nivel cultural del entrevistado</span></li>
</ul>
<ul>
<li><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">Ser
consciente de que se va a influir con actitud y no solamente con la palabra</span></li>
</ul>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">Preparación de la Entrevista</span></b></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<ul>
<li><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">Definir
objetivos y el tema que se va a tratar</span></li>
</ul>
<ul>
<li><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">Definir
el sujeto o entrevistado</span></li>
</ul>
<ul>
<li><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">Seleccionar
la hora y el lugar de la entrevista</span></li>
</ul>
<ul>
<li><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">Seleccionar
los recursos audiovisuales y el instrumento guía para la entrevista.</span></li>
</ul>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">Realización de la Entrevista</span></b></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">Algunas
recomendaciones prácticas que un entrevistador debe seguir:</span></div>
<ul>
<li><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">Presentación
personal, saludar al entrevistado por su nombre, identificar la institución que
representa.</span></li>
</ul>
<ul>
<li><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">Explicar
el objetivo de la entrevista y aclarar el tipo de ayuda o cooperación que se
solicita al entrevistado.</span></li>
</ul>
<ul>
<li><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">Iniciar
la conversación sin abordar de inmediato el tema, con el fin de estimular la
atención.</span></li>
</ul>
<ul>
<li><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">Mantener
una actitud amistosa de acuerdo con los siguientes aspectos:</span></li>
</ul>
<div class="MsoListParagraphCxSpFirst" style="margin-left: 72.0pt; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt;">
<span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;"><span style="mso-list: Ignore;">a)<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">Inspirar confianza,
ni serio, ni tímido, ni charlatán</span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 72.0pt; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt;">
<span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;"><span style="mso-list: Ignore;">b)<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">Discreto,
flexible o tolerante</span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 72.0pt; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt;">
<span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;"><span style="mso-list: Ignore;">c)<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">Evitar sorpresas,
disgusto o impaciencia</span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 72.0pt; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt;">
<span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;"><span style="mso-list: Ignore;">d)<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">Manifestar
atención e interés por todo lo que conteste el entrevistado</span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 72.0pt; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt;">
<span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;"><span style="mso-list: Ignore;">e)<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">Ser cortés, sin
actuar con superioridad</span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 72.0pt; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt;">
<span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;"><span style="mso-list: Ignore;">f)<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">Evitar toda
actitud de docente o maestro</span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 72.0pt; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt;">
<span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;"><span style="mso-list: Ignore;">g)<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">Hacer la menor
cantidad de anotaciones posibles, en el momento de la entrevista</span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 72.0pt; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt;">
<span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;"><span style="mso-list: Ignore;">h)<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">Si la persona
demuestra cansancio o angustia, se debe suspender la entrevista</span></div>
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<![endif]-->Guadalupe de Tejadahttp://www.blogger.com/profile/04994766261043918561noreply@blogger.com0tag:blogger.com,1999:blog-3819745379452047933.post-45859002786647747052012-09-05T17:14:00.000-07:002016-10-07T17:39:50.578-07:00Mesa Redonda<!--[if gte mso 9]><xml>
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<br />
<div align="center" class="MsoNormal" style="text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">MESA REDONDA</span></b></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">Procedimiento
en que un grupo de especialistas exponen puntos divergentes o
contradictorios<span style="mso-spacerun: yes;"> </span>sobre un mismo tema,
ante un público espectador.<span style="mso-spacerun: yes;"> </span>Es diferente
el simposio ya que mientras en éste la opinión de los expertos trata de puntos
complementarios, en la mesa redonda se discuten puntos divergentes del tema
central. El número de público y el tiempo disponible son similares al del
simposio.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">APLICACIÓN</span></b></div>
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<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<ul>
<li><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">Se
usa para dar a conocer al público enfoques divergentes o contradictorios de un
mismo tema.</span></li>
</ul>
</div>
<div class="MsoNormal" style="text-align: justify;">
<ul>
<li><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">También
se aplica cuando se desea evitar una posición absoluta o dogmática en torno a
un tema, o cuando se quiere favorecer la toma de posiciones de parte del
público.</span></li>
</ul>
</div>
<div class="MsoNormal" style="text-align: justify;">
<br />
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">VENTAJAS</span></b></div>
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<br /></div>
<ul>
<li><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">Promover
una actitud crítica de parte del público. </span></li>
</ul>
<ul>
<li><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">Facilitar
la comprensión de diferentes formas de pensar.</span></li>
</ul>
<ul>
<li><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">Estimular
la curiosidad y propiciar la búsqueda de definiciones más profundas.</span></li>
</ul>
<br />
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">LIMITACIONES</span></b></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<ul>
<li><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">Cuando
las divergencias sean de tipo político las opiniones pueden polarizar al
público.</span></li>
</ul>
<ul>
<li><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">Algunas
veces los expositores en vez de exponer claramente sus ideas proponen
argumentos y asumen posiciones que tienden a ganar el apoyo del público.</span></li>
</ul>
<br />
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">PREPARACIÓN</span></b></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<ul>
<li><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">Selección
de los objetivos y del tema</span></li>
</ul>
<ul>
<li><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">Selección
del moderador</span></li>
</ul>
<ul>
<li><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">Selección
de los especialistas</span></li>
</ul>
<ul>
<li><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">Selección
del ambiente físico</span></li>
</ul>
<ul>
<li><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">Reunión
preliminar con los expositores para establecer el nivel en que se plantearán
las posiciones, respeto mutuo y razonamiento de objetivos.</span></li>
</ul>
<br />
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">RECURSOS</span></b></div>
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<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">Se
pueden utilizar los mismos recursos que se recomendaron para el simposio, tales
como grabadora, computadora, proyectores, material impreso, pizarra, mesa,
sillas, vasos con agua, otros.</span><br />
</div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">DESARROLLO</span></b></div>
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<br /></div>
<ul>
<li><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">El
moderador tiene similares funciones que en el simposio, agregando las
siguientes recomendaciones:</span></li>
</ul>
<ul>
<li><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">Abrir
la sesión con palabras iniciales, mencionando el tema por tratarse.</span></li>
</ul>
<ul>
<li><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">Explicar
el procedimiento que ha de seguirse.</span></li>
</ul>
<ul>
<li><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">Presentar
a los expositores y ofrecer la palabra a cada uno de ellos.</span></li>
</ul>
<ul>
<li><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">Cronometrar
el tiempo de exposición de cada expositor, el cual no debe sobrepasar los 10
minutos.</span></li>
</ul>
<ul>
<li><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">Una
vez finalizadas las exposiciones, hacer un breve resumen de las ideas
principales y destacar las diferencias<span style="mso-spacerun: yes;"> </span>o
los acercamientos más notorios que se hayan presentado.</span></li>
</ul>
<ul>
<li><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">Invitar
a los expositores para que se según las circunstancias pueden aclarar sus
puntos de vista. En esta etapa los expositores pueden dialogar si lo desean,
defendiendo sus puntos de vista.</span></li>
</ul>
<ul>
<li><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">Dar
por terminada las mesa redonda e invitar al auditorio a efectuar preguntas a
los miembros de la mesa.</span></li>
</ul>
<ul>
<li><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">No
establecer discusión entre el auditorio y la mesa. Las personas del auditorio
tendrán derecho a una sola intervención.</span></li>
</ul>
<br />
<br />
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<br />Guadalupe de Tejadahttp://www.blogger.com/profile/04994766261043918561noreply@blogger.com1tag:blogger.com,1999:blog-3819745379452047933.post-53026301814997069952012-09-05T16:12:00.000-07:002016-10-13T16:17:35.143-07:00Diálogo o Debate Público<!--[if gte mso 9]><xml>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">DIALOGO O DEBATE PÚBLICO</span></b></div>
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<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">Es la técnica educativa
donde dos expertos, especialmente invitados, conversan ante un auditorio sobre
un tópico siguiendo un esquema previsto.</span></div>
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<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">Es una
intercomunicación entres dos personas que conversan ante un auditorio sobre un
determinado tema o problema.</span></div>
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<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">APLICACIÓN</span></b></div>
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<span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">Se utiliza cuando se
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opiniones sobre un determinado tema o problema.</span></div>
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<br /></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">VENTAJAS</span></b></div>
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<li><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">Provee información
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<li><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">Da oportunidad de
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<li><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">Es dinámico e
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">LIMITACIONES</span></b></div>
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<br /></div>
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<li><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">Los dialoguistas han de
ser personas capacitadas (expertos o especialistas en el tema que tratan)</span></li>
</ul>
<br />
<ul>
<li><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">Los expertos deben dar
opiniones actualizadas</span></li>
</ul>
<br />
<ul>
<li><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">Los dialoguistas no se
deben extender mucho en el uso de la palabra pues podrían aburrir al auditorio
(público)</span></li>
</ul>
<br />
<ul>
<li><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">Los expertos deben ubicarse
en un lugar donde el público los vea y oiga sin problemas</span></li>
</ul>
<br />
<ul>
<li><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">Es preferible que ambos
posean puntos distintos de enfoque (no contradictorios)</span></li>
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<br />
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<br /></div>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">PREPARACION</span></b></div>
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<br /></div>
<br />
<ul>
<li><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">Selección del tema y de
los objetivos que se desean alcanzar</span></li>
</ul>
<br />
<ul>
<li><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">Lugar donde se va a
realizar el diálogo</span></li>
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<br />
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que se van a utilizar<span style="mso-spacerun: yes;"> </span>(computadora,
diapositivas)</span></li>
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<br />
<ul>
<li><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">Invitados a realizar el
diálogo</span></li>
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<br />
<ul>
<li><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">Se debe invitar con
anticipación al público</span></li>
</ul>
<br />
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">RECURSOS</span></b></div>
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<br /></div>
<div class="MsoNormal">
<span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">Proyectores, material
impreso, grabadora, sillas, computadora.</span></div>
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<br /></div>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">DESARROLLO</span></b></div>
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<br /></div>
<br />
<ul>
<li><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">Un miembro designado al
efecto (generalmente el organizador), presenta el tema y el nombre de los
expertos invitados. Explica el procedimiento que ha de seguirse inmediatamente
después, cede la palabra a los dialoguistas.</span></li>
</ul>
<br />
<ul>
<li><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">Seguidamente se inicia
el diálogo el cual debe ser una conversación animada, flexible, tomando en
cuenta las expectativas del auditorio.</span></li>
</ul>
<br />
<ul>
<li><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">El diálogo se debe
tratar de mantener observando el tema central, sin olvidar que es un diálogo y
no una entrevista.</span></li>
</ul>
<br />
<ul>
<li><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">La duración puede ser
de 30 minutos (esto depende de la atención que preste al auditorio)</span></li>
</ul>
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<ul>
<li><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">El organizador<span style="mso-spacerun: yes;"> </span>finalmente invita al auditorio a que haga
preguntas a los expertos dialoguistas. Se puede hacer también foro, Phillips 66
u otra variante dependiendo de las exigencias del caso.</span></li>
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Guadalupe de Tejadahttp://www.blogger.com/profile/04994766261043918561noreply@blogger.com0tag:blogger.com,1999:blog-3819745379452047933.post-18619712556826017812012-09-05T15:42:00.000-07:002014-10-09T15:44:20.725-07:00Importancia del Proceso Enseñanza - Aprendizaje en Enfermería<div class="separator" style="clear: both; text-align: center;">
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<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">1.
Importancia del Proceso Enseñanza- Aprendizaje</span></b></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt;">Es necesario
considerar que en enfermería cada una de las actividades docentes ocupan <span style="mso-spacerun: yes;"> </span>una posición
relevante, puesto que es importante garantizar que el proceso enseñanza aprendizaje
se desarrolle de una manera exitosa; para ello es imprescindible que el profesional
de enfermería que se dedica a la docencia posea amplios conocimientos relacionados
con la pedagogía, didáctica y otros que también son importantes para conducir mejor a los
estudiantes, y que a la vez le permita demostrar actitudes, valores,
intervenciones planificadas y oportunas con fundamentación científica.Previo a hablar
del proceso de enseñanza aprendizaje es necesario reflexionar sobre lo que es Educación.</span></div>
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<br /></div>
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<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt;">Concepto de
Educación</span></b></div>
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<b style="mso-bidi-font-weight: normal;"><i><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt;">"La educación es un proceso que
tiende a capacitar al individuo para actuar conscientemente frente a nuevas
situaciones de la vida, aprovechando la experiencia anterior y teniendo en
cuenta la integración, la continuidad y el progreso social. Todo ello de
acuerdo con la realidad de cada uno, de modo que sean atendidas las necesidades
individuales y colectivas".</span></i></b></div>
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<br /></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt;">En este sentido
la educación es un suceso natural que ocurre en la vida del ser humano, quiera
o no, puede ser intencionada o no intencionada y sirve para mantener la fuerza
unitiva y coherente que hay entre las generaciones.</span></div>
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<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt;">En el caso de la
educación intencionada, que es una fuerza inherente a la persona, ya que en
ella existe el deseo de superación interna, es necesario realizar una labor educativa
sistematizada que obliga a profundizar en la naturaleza del proceso de enseñanza
aprendizaje.</span></div>
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<br /></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt;">La dinámica de
la educación intencionada hoy requiere una nueva visión del proceso enseñanza-
aprendizaje, es así como actualmente se necesita identificar por separado los
siguientes <span style="mso-spacerun: yes;"> </span>términos:</span></div>
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<br /></div>
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<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt;">Enseñanza; </span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt;">Proceso que
consiste en propiciar el desarrollo de conocimientos, habilidades, destrezas y
actitudes de forma intencionada para sistematizar el proceso del aprendizaje en
el individuo, ejemplo: Realizar la demostración del procedimiento del baño en
cama y permitir que los estudiantes lo practiquen para obtener un mejor aprendizaje.</span></div>
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<br /></div>
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<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt;">Aprendizaje </span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt;">Proceso de
transformar la conducta a través de experiencias significativas que producen en
el individuo cambios permanentes. Si se retoma el ejemplo anterior y se observa
que la estudiante realiza el procedimiento del baño en cama en forma correcta,
se evidencia el aprendizaje.</span></div>
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<br />
<br /></div>
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<a href="http://click.linksynergy.com/fs-bin/click?id=s4UxOvGy6UU&offerid=275253.295&type=4&subid=0"><img alt="Oasap Limited" border="0" src="http://img.oasap.com/affiliate/392x72.jpg" /></a><img border="0" src="http://ad.linksynergy.com/fs-bin/show?id=s4UxOvGy6UU&bids=275253.295&type=4&subid=0" height="1" width="1" />Guadalupe de Tejadahttp://www.blogger.com/profile/04994766261043918561noreply@blogger.com1tag:blogger.com,1999:blog-3819745379452047933.post-72499872494971030112012-09-05T15:09:00.000-07:002016-10-04T15:18:00.902-07:00Demostración<!--[if gte mso 9]><xml>
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<br />
<div align="center" class="MsoNormal" style="text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">DEMOSTRACIÓN</span></b></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<br /></div>
<div class="MsoNormal">
<span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">Es una técnica
educativa que utiliza la exposición y la exhibición. Permite de esta manera
estimular los sentidos humanos.</span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">APLICACIÓN</span></b></div>
<div class="MsoNormal">
<br /></div>
<br />
<ul>
<li><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">La demostración se usa
cuando se va a enseñar algún procedimiento en el cual han de relacionarse
principios teóricos con práctica.</span><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;"> </span></li>
</ul>
<br />
<ul>
<li><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">La demostración se
puede presentar en cualquier situación de trabajo, pero es quizá, en los
hogares donde existen mayores oportunidades de aplicar este método de
enseñanza.</span></li>
</ul>
<br />
<ul>
<li><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">Sería difícil para las
madres aprender a preparar una receta alimentaria, con solo oír de la
nutricionista la descripción del procedimiento.</span></li>
</ul>
<br />
<ul>
<li><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">Las madres pueden
aprender mucho mejor y más rápidamente, cuando ven y siguen paso a paso la
preparación<span style="mso-spacerun: yes;"> </span>de la misma y además
escuchan las explicaciones que acompañan a cada uno de estos.</span></li>
</ul>
<br />
<ul>
<li><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">La demostración al
igual que otra actividad educativa comprende tres etapas, las que deben
cumplirse si se pretende que actividad sea exitosa.</span></li>
</ul>
<br />
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">FASE DE PLANEAMIENTO</span></b></div>
<div class="MsoNormal">
<br /></div>
<br />
<ul>
<li><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">Planeamiento
de objetivos</span></li>
</ul>
<br />
<ul>
<li><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">Selección
de contenidos </span></li>
</ul>
<br />
<ul>
<li><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">Preparación
de ayudas audiovisuales y otros materiales educativos.</span></li>
</ul>
<br />
<ul>
<li><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">Ensayos
</span></li>
</ul>
<br />
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">FASE DE EJECUCIÓN</span></b></div>
<div class="MsoNormal">
<br /></div>
<br />
<ul>
<li><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">Haga
una introducción general especificando el objetivo de la actividad.</span></li>
</ul>
<br />
<ul>
<li><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">Explique
en orden lógico todos los pasos de la técnica.</span></li>
</ul>
<br />
<ul>
<li><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">Haga
uso de cada uno de los materiales o partes del modelo usado, explicando que es,
como se usa, y para que se usa. </span></li>
</ul>
<br />
<ul>
<li><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">A
veces una demostración se puede hacer entre dos o más personas.</span></li>
</ul>
<br />
<ul>
<li><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">Mantenga
la explicación en un tono impersonal.</span></li>
</ul>
<br />
<ul>
<li><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">Muestre
claramente el producto final.</span></li>
</ul>
<br />
<ul>
<li><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">La
mesa o espacio físico para la demostración debe estar cerca del grupo y ubicada
en un lugar donde todos puedan verla.</span></li>
</ul>
<br />
<ul>
<li><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">Se
puede permitir interrupciones del público cuando hay alguna duda en la
explicación del proceso.</span></li>
</ul>
<br />
<ul>
<li><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">El
material debe ser visto por el público hasta el momento exacto en que vaya a
utilizar.</span></li>
</ul>
<br />
<ul>
<li><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">Realice
un resumen de los principales puntos y pasos del proceso haciendo énfasis en el
producto final.</span></li>
</ul>
<br />
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">FASE DE EVALUACIÓN</span></b></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">Toda la actividad
educativa debe presentar una fase de evaluación. Esta permite determinar en que
medida fueron alcanzados los objetivos por medio de preguntas orales, puede
hacerse también por un test escrito, o por medio de la devolución supervisada
(repetición de la demostración).</span></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">A largo plazo se pueden
notar en el individuo los cambios de conducta producida como resultado de las
acciones educativas. Por ejemplo, se puede notar que la madre manipula
adecuadamente los alimentos y prepara correctamente determinadas recetas
alimenticias. Esto como resultado de una serie de acciones educativas llevadas
a cabo con ese objetivo.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">VENTAJAS DE LA DEMOSTRACIÓN</span></b></div>
<br />
<ul style="text-align: justify;">
<li><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">La
demostración es objetiva y concreta. Está ampliamente demostrado que cuando la
persona depende solamente de las palabras para expresarse, puede ocurrir
fácilmente la formación de una idea o cuadro mental equivocado, especialmente
con individuos que no están familiarizados con la materia tratada.</span></li>
</ul>
<span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;"> </span>
<ul style="text-align: justify;">
</ul>
<ul style="text-align: justify;">
<li><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">La
demostración puede adaptarse a muy diversos casos y situaciones. Por ejemplo:
al enseñar a un grupo, la enfermera demuestra la manera de tomar la temperatura
y como hacer la lectura del termómetro. Al hacer la misma demostración, en el
hogar, se pueden utilizar las mismas técnicas y materiales de enseñanza –
aprendizaje.</span></li>
</ul>
<span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;"> </span><ul style="text-align: justify;">
</ul>
<div style="text-align: justify;">
</div>
<ul style="text-align: justify;">
<li><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">La
demostración puede aplicarse a otras técnicas educativas. Se puede usar al dar
una conferencia o charla.</span></li>
</ul>
<span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;"> </span><ul style="text-align: justify;">
</ul>
<div style="text-align: justify;">
</div>
<ul style="text-align: justify;">
<li><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">La
demostración es un método educativo dinámico, en donde existe comprobación
inmediata del aprendizaje producido en los participantes.</span></li>
</ul>
<br />
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">LIMITACIONES</span></b></div>
<br />
<ul>
<li><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">Debe
ser corta, de 10 a 30 minutos aproximadamente.</span></li>
</ul>
<br />
<ul>
<li><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">Solo
debe demostrarse un asunto cada vez.</span></li>
</ul>
<br />
<ul>
<li><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">Cada
paso debe explicarse claramente, demostrar el producto al final.</span></li>
</ul>
<br />
<ul>
<li><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">Ni
el demostrador, ni el equipo utilizado deben impedir que el grupo vea.</span></li>
</ul>
<br />
<ul>
<li><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">Usar
bandejas para artículos necesarios en la demostración ayuda mucho</span></li>
</ul>
<br />
<ul>
<li><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">La
mesa donde se pone el equipo para la demostración debe estar cerca del grupo.</span></li>
</ul>
<br />
<ul>
<li><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">El
demostrador debe mirar al grupo directamente, mostrar entusiasmo y hablar
claro. Ocasionalmente es bueno que deje de hablar por momentos, pero no debe
mantenerse callado por mucho tiempo.</span></li>
</ul>
<br />
<ul>
<li><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">La
demostración se puede ilustrar con carteles, para enfatizar ciertos puntos. Este
material no deber ser visto por el grupo hasta que el demostrador vaya a
usarlo.</span></li>
</ul>
<br />
<ul>
<li><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">Se
hace un resumen al final de la demostración. Saque a relucir los puntos más
importantes. Invite al grupo a que vea el resultado de la demostración.</span></li>
</ul>
<br />
<ul>
<li><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">Ha
de usarse la devolución supervisada de lo aprendido.</span></li>
</ul>
<br />
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<br />Guadalupe de Tejadahttp://www.blogger.com/profile/04994766261043918561noreply@blogger.com2tag:blogger.com,1999:blog-3819745379452047933.post-43175789250669780562012-09-05T13:57:00.000-07:002014-10-08T20:07:46.984-07:00Principios Didácticos y los Métodos de Enseñanza<!--[if gte mso 9]><xml>
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<div class="MsoNormal" style="text-align: justify;">
<span lang="ES">Los métodos y
técnicas de enseñanza deben sujetarse a algunos principios que son base común.<span style="mso-spacerun: yes;"> </span>Las normas generales, a las que todos los
métodos y técnicas de enseñanza deben responder reciben el nombre de <b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><u>Principios
Didácticos</u></i></b><u>.</u></span></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span lang="ES"> </span></b></div>
<div class="MsoNormal" style="line-height: 150%; text-align: center;">
<b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><u><span lang="ES">Principios Didácticos </span></u></i></b></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><u><span lang="ES"><br /></span></u></i></b></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><u><span lang="ES">Principio de
Proximidad</span></u></i></b><u><span lang="ES">:</span></u><span lang="ES"> tiende
a hacer que la enseñanza parta de lo más cercano posible en la vida del
educando. Parte de lo cercano a lo lejano, de lo concreto a la abstracto, de lo
conocido hacia lo desconocido.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><u><span lang="ES">Principio de
Dirección</span></u></i></b><u><span lang="ES">:</span></u><span lang="ES"><span style="mso-spacerun: yes;"> </span>este principio se traduce en las siguientes
palabras: tornar claros y precisos los objetivos a alcanzar.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><u><span lang="ES">Principio de
Marcha propia y continua</span></u></i></b><u><span lang="ES">:</span></u><span lang="ES"><span style="mso-spacerun: yes;"> </span>procura respetar las
diferencias individuales, no exigiendo la misma realización de todos los
educandos, un proceso de enseñanza que estimule la tendencia a la perfección,
esto se aplica cuando un estudiante imparte una charla por primera vez, no lo
hará perfectamente pero con las observaciones hechas puede mejorar.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><u><span lang="ES">Principio de
ordenamiento</span></u></i></b><u><span lang="ES">: </span></u><span lang="ES"><span style="mso-spacerun: yes;"> </span>prevé la secuencia en que deben desarrollarse
las tareas escolares así como el orden de estudio de las partes de un todo de
la materia.</span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><u><span lang="ES">Principio de
Educación</span></u></i></b><u><span lang="ES">: </span></u><span lang="ES"><span style="mso-spacerun: yes;"> </span>prevé la adaptación de las nociones, tareas y
objetivos de enseñanza a las posibilidades y necesidades del estudiante y de la
sociedad.</span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><u><span lang="ES">Principio de Eficiencia:</span></u></i></b><u><span lang="ES"> </span></u><span lang="ES"><span style="mso-spacerun: yes;"> </span>procura hacer que el alumno despliegue el
mínimo de esfuerzos para alcanzar el máximo de rendimiento posible en los
estudios.</span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><u><span lang="ES">Principio de
dificultad</span></u></i></b><u><span lang="ES">: </span></u><span lang="ES">recomienda
colocar al estudiante en situaciones problemáticas y cuya solución exija
esfuerzo. Este podría llamarse principio de esfuerzo.</span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><u><span lang="ES">Principio de
participación: </span></u></i></b><span lang="ES"><span style="mso-spacerun: yes;"> </span>promueve que se lleve al estudiante a asumir,
en las tareas de clases, laboratorio y práctica, una actitud activa, dinámica y
no pasiva</span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><u><span lang="ES">Principio de
espontaneidad</span></u></i></b><u><span lang="ES">: </span></u><span lang="ES">se
considera que todo procedimiento de enseñanza debe prever la posibilidad de
favorecer la libre manifestación del estudiante con el fin de propiciar su
creatividad.</span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><u><span lang="ES">Principio de
Transferencia</span></u></i></b><u><span lang="ES">:</span></u><span lang="ES">
todos los procedimientos de enseñanza tengan en vista la aplicación de lo aprendido
en nuevas situaciones, tendiendo a aplicarlo en nuevas situaciones.</span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><u><span lang="ES">Principio de
evaluación</span></u></i></b><u><span lang="ES">:</span></u><span lang="ES">
aconseja que el y la docente se ocupe constantemente de la evaluación del
trabajo de sus alumnos, en sentido de evaluación continua.</span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><u><span lang="ES">Principio de
Reflexión:</span></u></i></b><u><span lang="ES"> </span></u><span lang="ES">enfatiza
la preocupación fundamental de la enseñanza, que debe ser la de llevar al
alumno a reflexionar, analizar, es decir, a comprender el raciocinio.</span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><u><span lang="ES">Principio de
Responsabilidad</span></u></i></b><u><span lang="ES">:</span></u><span lang="ES"> este
es el principio didáctico culminante de los principios didácticos: encaminar
todo el proceso de enseñanza de modo que el educando madure en cuanto a
comportamiento responsable.</span><br />
<br /></div>
<div style="text-align: center;">
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Guadalupe de Tejadahttp://www.blogger.com/profile/04994766261043918561noreply@blogger.com3tag:blogger.com,1999:blog-3819745379452047933.post-71974760809685587262012-09-04T16:33:00.000-07:002016-07-14T16:35:24.270-07:00Conferencia<!--[if gte mso 9]><xml>
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<span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">Es la exposición de un
tema que desarrolla un experto ante un auditorio.</span></div>
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<br /></div>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">APLICACIÓN</span></b></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">Se aplica cuando se
quiere desarrollar un tema, sin ser interrumpido. Es una exposición
unidireccional en donde el conferencista mantiene al auditorio escuchándolo por
varios minutos.</span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">VENTAJAS</span></b></div>
<div class="MsoNormal">
<br /></div>
<br />
<ul>
<li><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">Provee información
sobre un tema determinado.</span></li>
</ul>
<br />
<ul>
<li><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">El conferencista puede
exponer en una forma ordenada el tema, pues no hay interrupciones.</span></li>
</ul>
<br />
<ul>
<li><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">Se puede adaptar el
contenido al tiempo previsto para la explicación pues no se permite el diálogo
durante la conferencia.</span></li>
</ul>
<br />
<ul>
<li><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">Invita a la reflexión
de los espectadores sobre el tema tratado.</span></li>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">LIMITACIONES</span></b></div>
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<br /></div>
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<li><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">Es una técnica pasiva,
unidireccional</span></li>
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<li><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">No se debe extender más
de 45 minutos en la exposición pues la atención disminuye.</span></li>
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<li><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">El verbalismo durante
un tiempo prolongado produce en el auditorio cansancio, fatiga, falta de
interés.</span></li>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">PREPARACIÓN</span></b></div>
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<br /></div>
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<li><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">Selección del tema</span></li>
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<br />
<ul>
<li><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">Identificación de
objetivos que se desean alcanzar.</span></li>
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<br />
<ul>
<li><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">Escogencia del local
donde se desarrollará la conferencia.</span></li>
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<br />
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<li><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">Ayudas audiovisuales
que se van a utilizar.</span></li>
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<br />
<ul>
<li><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">Invitaciones a asistir
a la conferencia.</span></li>
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<br />
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">RECURSOS</span></b></div>
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<br /></div>
<div class="MsoNormal">
<span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">Proyectores, material
impreso, grabadora, pantalla, sillas, computadora.</span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">DESARROLLO</span></b></div>
<div class="MsoNormal">
<br /></div>
<br />
<ul>
<li><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">El organizador de la
actividad presenta la conferencia.</span></li>
</ul>
<br />
<ul>
<li><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">A continuación el
conferencista inicia su exposición. Este desarrolla el tema durante varios
minutos (no es conveniente excederse más de 45 minutos) en forma
ininterrumpida.</span></li>
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<br />
<ul>
<li><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">Después de los 45
minutos, el conferencista da oportunidad al auditorio para discutir con él,
sobre el tema tratado.</span></li>
</ul>
<br />
<ul>
<li><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">Debe coordinar la
participación del auditorio, dándoles oportunidad a todos, así como evitar que
se formen diálogos.</span></li>
</ul>
<br />
<ul>
<li><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">Una vez finalizada la
discusión, el organizador de la actividad agradece al público y al
conferencista la participación.</span></li>
</ul>
<br />
<div class="separator" style="clear: both; text-align: center;">
</div>
<br />
<div class="separator" style="clear: both; text-align: center;">
</div>
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg4C4CryXRE85ZscSpYM2jw-zPasbmnT8hD_EehCu2T6QdmXHGSAcCiEfht-w8DpVzhm86hCuPv9YbZ6mf_X82_SxKm2ybpqHTekfMCVSNeNmwYmsiHiYpscZ7Jp2zv_eJYOGlaFljPTTE/s1600/Escaneo+Dibujos+Tecnico+Enfermeria+006.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="228" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg4C4CryXRE85ZscSpYM2jw-zPasbmnT8hD_EehCu2T6QdmXHGSAcCiEfht-w8DpVzhm86hCuPv9YbZ6mf_X82_SxKm2ybpqHTekfMCVSNeNmwYmsiHiYpscZ7Jp2zv_eJYOGlaFljPTTE/s640/Escaneo+Dibujos+Tecnico+Enfermeria+006.jpg" width="640" /></a></div>
<br />
Guadalupe de Tejadahttp://www.blogger.com/profile/04994766261043918561noreply@blogger.com0tag:blogger.com,1999:blog-3819745379452047933.post-88755473829551304212012-09-04T16:05:00.000-07:002014-10-07T16:06:51.834-07:00Funciones de la Evaluación<!--[if gte mso 9]><xml>
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<b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-size: 11.0pt;"><span style="mso-spacerun: yes;"></span><u>Diagnóstica </u></span></i></b></div>
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<br /></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-size: 11.0pt;">La función diagnóstica permite tener el conocimiento
global de las (os) estudiantes con el propósito de identificar puntos de
partida y establecer las necesidades de aprendizaje. Se realiza al comienzo de
cada nueva fase de aprendizaje. <b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;">Refleja las fortalezas y debilidades, </i></b>tanto
de las (os) estudiantes y los (as) docentes, como del proceso de enseñanza –
aprendizaje en sí, es decir la adecuación y claridad de sus objetivos, la
metodología utilizada, las actividades propuestas y la misma evaluación
aplicada, a fin de detectar errores, incomprensiones y carencias para
corregirlos y superarlos, también provee el conocimiento de las condiciones
personales, familiares y sociales de las (os) estudiantes para obtener una
perspectiva global de las personas en su propio contexto en un momento dado y
en situaciones concretas.<b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"> </i></b></span></div>
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<br /></div>
<b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-size: 11.0pt; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;"><span style="font: 7.0pt "Times New Roman";"> </span></span></span></i></b><b><i><u><span style="mso-bidi-font-weight: normal;"><span style="mso-bidi-font-style: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-size: 11.0pt;">Promoción</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-size: 11.0pt;"> </span></u></i></b><br />
<br />
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-size: 11.0pt;">Decide en forma consciente y objetiva si las (os)
estudiantes de acuerdo a los objetivos educativos básicos y mínimos, se
promocionan al siguiente gado, ciclo o nivel, reconoce los esfuerzos y las
capacidades de las (os) estudiantes, valorando los logros adquiridos en cada
una de las etapas del proceso enseñanza – aprendizaje, brinda apoyo a las (os)
estudiantes que no han logrado los requerimientos mínimos, promueve la
participación de la comunidad educativa para la toma de decisiones en la
promoción y estima cuales son las habilidades, las capacidades y los
conocimientos es decir, las competencias de las (os) estudiantes que resultan <span style="mso-spacerun: yes;"> </span>imprescindibles para afrontar los aprendizajes
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</span></span></span></i></b><u><b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-size: 11.0pt;">Acreditación y
Certificación </span></i></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-size: 11.0pt;"></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-size: 11.0pt;"> </span></u><br />
<br />
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-size: 11.0pt;">En esta función se documenta toda la información referida
al proceso de evaluación de los aprendizajes de cada estudiante, por un lado <b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;">refleja
decisiones relativas al progreso de las (os) estudiantes</i></b> en sus
aprendizajes significativos y de aquellos aspectos que ameritan atención y
orientación específica, por tanto, esta información debe manejarse en forma
confidencial por las personas que les compete, por otro lado, también <b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;">certifica
los estudios realizados, </i></b>el nivel y grado del aprendizaje alcanzado,
expresa aquellas manifestaciones y potencialidades de las (os) estudiantes y <b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;">acredita</i></b>
para acceder a la sección, grado, ciclo o nivel educativo inmediato superior.</span>
Guadalupe de Tejadahttp://www.blogger.com/profile/04994766261043918561noreply@blogger.com0tag:blogger.com,1999:blog-3819745379452047933.post-36576537992775832622012-09-04T16:02:00.000-07:002014-10-08T16:03:30.923-07:00Tipos de Evaluación<!--[if gte mso 9]><xml>
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<li><u><span style="font-family: Wingdings; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Wingdings; mso-bidi-font-size: 11.0pt; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;"><span style="font: 7.0pt "Times New Roman";"> </span></span></span><b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-size: 11.0pt;">Evaluación Diagnóstica:</span></i></b></u></li>
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<b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-size: 11.0pt;"></span></i></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-size: 11.0pt;"></span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-size: 11.0pt;">Es la que se realiza con la intención de obtener
información precisa, que permite identificar el grado de adecuación de las
capacidades cognitivas generales y específicas de las (os) estudiantes en
relación con el programa pedagógico al que se van a incorporar. La evaluación
diagnóstica ayuda a la o el docente a determinar antes de iniciar cada etapa
del proceso enseñanza – aprendizaje, si las (os) estudiantes poseen las
condiciones que se requieren para emprender los nuevos aprendizajes. Permite determinar
en cuales tienen conocimientos previos.</span></div>
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<br /></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-size: 11.0pt;">Se emplea también para detectar problemas físicos
(audición, visión, etc.), de aprendizaje o de otro tipo que pueden impedir el
aprovechamiento educativo, lo que implicaría ofrecer la ayuda pedagógica,
médica, psicológica o de cualquier otra índole que el caso requiera, además,
permite descubrir necesidades, limitaciones, habilidades y situaciones
especiales propias de cada estudiante, que al ser descuidadas ponen en juego
los resultados del aprendizaje y la adaptación al medio educativo.</span></div>
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<br /></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-size: 11.0pt;">Conduce a la obtención de información global, que se
expresa en un expediente a fin de tener la visión de lo que sucede a las (os)
estudiantes al inicio de cada experiencia de aprendizaje readecuando los
contenidos programáticos.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; text-align: justify;">
<br /></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-size: 11.0pt;">En este tipo de evaluación, se pueden aplicar una
serie de técnicas e instrumentos como pruebas exploratorias, observación, escalas
y listas de cotejo u otras que sean pertinentes a las situaciones de
aprendizaje.</span></div>
<br />
<ul>
<li><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-size: 11.0pt;"> </span><u><span style="font-family: Wingdings; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Wingdings; mso-bidi-font-size: 11.0pt; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;"><span style="font: 7.0pt "Times New Roman";"> </span></span></span><b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-size: 11.0pt;">Evaluación Formativa o de Proceso</span></i></b></u></li>
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<br />
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-size: 11.0pt;">Se lleva a cabo a lo largo del proceso de enseñanza –
aprendizaje, mediante la observación sistemática del desarrollo de capacidades,
habilidades, destrezas, actitudes y aptitudes, a partir de registro de las
observaciones en instrumentos adecuados y de la interpretación de las mismas.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; text-align: justify;">
<br /></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-size: 11.0pt;">La evaluación formativa es una evaluación continua y
su finalidad es conocer que logros y dificultades de aprendizaje tiene el
estudiante, su función es facilitarle ayuda adecuada y oportuna. Este tipo de
evaluación es fundamental,<span style="mso-spacerun: yes;"> </span>lo más <span style="mso-spacerun: yes;"> </span>importante es el progreso de cada estudiante
al máximo de sus posibilidades y potencialidades, requiere observación
constante en el proceso de aprendizaje, lo que significa anotar toda la
información obtenida y brindar ayuda a aquellos(as) estudiantes que la
requieren en el momento oportuno.</span></div>
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<br /></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-size: 11.0pt;">La evaluación formativa se auxilia de la
autoevaluación y la heteroevaluación. La autoevaluación <span style="mso-spacerun: yes;"> </span>permite que las (os) estudiantes se evalúen a
si mismos como una forma de responsabilizarse de su proceso de aprendizaje y
controlar su progreso. Esta forma democrática de evaluación permite además,
valorar sus cualidades personales y sociales. La heteroevaluación permite
valorar el trabajo en equipo y las experiencias de aprendizaje dentro y fuera
de aula, con el propósito de observar las cualidades sociales, el esfuerzo y la
colaboración prestada a un trabajo conjunto, la práctica de la autoevaluación y
de la heteroevaluación requiere de orientación adecuada y de criterios claros
para que las y los estudiantes valoren el grado de progreso en las experiencias
de aprendizaje.</span></div>
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<br /></div>
<br />
<ul>
<li><u><span style="font-family: Wingdings; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Wingdings; mso-bidi-font-size: 11.0pt; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;"><span style="font: 7.0pt "Times New Roman";"> </span></span></span><b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-size: 11.0pt;">Evaluación Sumativa: </span></i></b></u><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-size: 11.0pt;"></span></li>
</ul>
<div style="text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-size: 11.0pt;">La evaluación sumativa permite comprobar y
certificar el aprendizaje global <span style="mso-spacerun: yes;"></span>logrado por las (os) estudiantes,
al término de los diferentes períodos o de una experiencia de aprendizaje,
considera tanto el proceso y los procedimientos <span style="mso-spacerun: yes;"></span>realizados como también el producto
de la experiencia de aprendizaje evaluada y <span style="mso-spacerun: yes;"> </span>requiere de observaciones, registros
e interpretación de las manifestaciones de las <span style="mso-spacerun: yes;"></span>(os) estudiantes en diferente
situaciones de aprendizaje.</span></div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-size: 11.0pt;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-size: 11.0pt;">Necesita de la aplicación de adecuados instrumentos
de medición de análisis y emisión de juicios válidos acerca de los resultados
que estos arrojan. Para comprender el término de evaluación en el proceso
enseñanza aprendizaje, es conveniente ver la educación como un proceso
sistemático, destinado a lograr cambios duraderos y positivos en la conducta de
los estudiantes, tomando como referencia los objetivos que se pretenden
alcanzar. Entendida la evaluación como una etapa del proceso educacional que
tiene como finalidad comprobar sistemáticamente en qué medida se ha logrado los
objetivos previamente fijados. La evaluación posee un sentido amplio, va más
allá de la medición, podemos decir con propiedad que la evaluación es la
interpretación de la o las medidas en relación a una norma establecida, no es
sólo medida, sino también descripciones cualitativas en las (os) estudiantes,
como cuando decimos la señorita Díaz es responsable, de ahí que tanto las
mediciones cuantitativas como las descripciones cualitativas son interpretadas,
dando como resultado un juicio de valor.</span></div>
<br />
<div style="text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-size: 11.0pt;">Anteriormente la evaluación se entendía cómo medir
los aprendizajes, en el sentido amplio evaluación puede considerarse como el “<b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;">proceso
que permite identificar, delimitar, obtener, procurar cualquier información que
pueda contribuir a elegir alternativas de solución”, </i></b>emitir un juicio
de valor acerca del atributo en consideración, y tomar una decisión en relación
a los objetivos propuestos.</span></div>
<br />
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-size: 11.0pt;"> </span>
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-size: 11.0pt;">Considerando la importancia de la evaluación para la
toma de decisiones, <b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;">se define como el proceso de obtención de información y de su uso para
formular juicios que a su vez se utilizarán para tomar decisiones, la
interdependencia de estos tres conceptos, información, juicio y decisiones
define esencialmente la evaluación.<span style="mso-spacerun: yes;"> </span></i></b></span><br />
<br />
<div style="text-align: center;">
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<br />
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%; mso-bidi-font-size: 11.0pt;">REGISTRO
ANECDOTICO</span></b></div>
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<br /></div>
<div class="MsoNormal" style="margin-left: 18.0pt; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-size: 11.0pt;">REGISTRO</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-size: 11.0pt;">:<span style="mso-spacerun: yes;"> </span><span style="mso-spacerun: yes;"> </span>Significa anotar, inscribir, señalar
incidentes, con el objeto de respaldar los hechos, Ocurridos en un momento
determinado.</span></div>
<div class="MsoNormal" style="margin-left: 18.0pt; text-align: justify;">
<br /></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-size: 11.0pt;">ANECDOTICO</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-size: 11.0pt;">: Se refiere al breve relato de un suceso.</span></div>
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<br /></div>
<br />
<ul style="text-align: justify;">
<li><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-size: 11.0pt;">En enfermería los registros anecdóticos son
anotaciones objetivas del comportamiento del personal que deben reflejar lo
observado, quien lo observo, cuando y donde fue observado sin incluir palabras
que impliquen valores o calificaciones; por ejemplo: BIEN, MAL, EXCELENTE, ETC.</span></li>
</ul>
<ul style="text-align: justify;">
<li><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-size: 11.0pt;">Para llevar el registro anecdótico se ha de aprender
a seleccionar los incidentes que tienen un significado y un valor.</span></li>
</ul>
<ul style="text-align: justify;">
<li><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-size: 11.0pt;"> Se aconseja hacer varias observaciones breves
durante un tiempo determinado para permitir variables temporales e identificar
normas de comportamiento.</span></li>
</ul>
<br />
<ul style="text-align: justify;">
<li><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-size: 11.0pt;">En términos generales, habría que escoger aquellos
que retratan las actitudes, la comprensión, las relaciones del personal y lo
que indica competencia técnica</span></li>
</ul>
<br />
<div class="MsoNormal" style="margin-left: 18.0pt; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-size: 11.0pt;">A continuación se presenta una lista de áreas<span style="mso-spacerun: yes;"> </span>que pueden originar comportamiento para el
registro de anécdotas</span></div>
<div class="MsoListParagraphCxSpFirst" style="margin-left: 54.0pt; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt;">
<span style="font-family: Symbol; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Symbol; mso-bidi-font-size: 11.0pt; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;"><span style="font: 7.0pt "Times New Roman";"></span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-size: 11.0pt;">- INICIATIVA
Y<span style="mso-spacerun: yes;"> </span>HABILIDAD: en la apreciación y la atención
de las necesidades de los usuarios.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 54.0pt; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt;">
<span style="font-family: Symbol; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Symbol; mso-bidi-font-size: 11.0pt; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-size: 11.0pt;">MEDIDAS DE
PRECAUCION, empleadas para la seguridad de los usuarios y del personal.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 54.0pt; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt;">
<span style="font-family: Symbol; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Symbol; mso-bidi-font-size: 11.0pt; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-size: 11.0pt;">RELACIONES entre
los usuarios y la enfermera</span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 54.0pt; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt;">
<span style="font-family: Symbol; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Symbol; mso-bidi-font-size: 11.0pt; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-size: 11.0pt;">INICIATIVA para
asumir responsabilidades. </span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 54.0pt; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt;">
<span style="font-family: Symbol; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Symbol; mso-bidi-font-size: 11.0pt; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-size: 11.0pt;">EXACTITUD Y
JUICIO en la ejecución de instrucciones</span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 54.0pt; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt;">
<span style="font-family: Symbol; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Symbol; mso-bidi-font-size: 11.0pt; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-size: 11.0pt;">APLICACIÓN de
los principios fundamentales de enfermería</span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 54.0pt; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt;">
<span style="font-family: Symbol; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Symbol; mso-bidi-font-size: 11.0pt; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-size: 11.0pt;">ADAPTACION de
los procedimientos y del medio ambiente a las necesidades de los pacientes</span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 54.0pt; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt;">
<span style="font-family: Symbol; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Symbol; mso-bidi-font-size: 11.0pt; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-size: 11.0pt;">PRECISION en la
observación y en el juicio<span style="mso-spacerun: yes;"> </span>profesional</span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 54.0pt; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt;">
<span style="font-family: Symbol; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Symbol; mso-bidi-font-size: 11.0pt; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-size: 11.0pt;">CAPACIDAD para
hacer que los usuarios se sientan cómodos</span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 54.0pt; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt;">
<span style="font-family: Symbol; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Symbol; mso-bidi-font-size: 11.0pt; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-size: 11.0pt;">CAPACIDAD para
trabajar en equipo</span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 54.0pt; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt;">
<span style="font-family: Symbol; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Symbol; mso-bidi-font-size: 11.0pt; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-size: 11.0pt;">CAPACIDAD de
organización</span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 54.0pt; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt;">
<span style="font-family: Symbol; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Symbol; mso-bidi-font-size: 11.0pt; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-size: 11.0pt;">PRECISION<span style="mso-spacerun: yes;"> </span>en el registro</span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 54.0pt; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt;">
<span style="font-family: Symbol; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Symbol; mso-bidi-font-size: 11.0pt; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-size: 11.0pt;">PRONTITUD en la
información</span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 54.0pt; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt;">
<span style="font-family: Symbol; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Symbol; mso-bidi-font-size: 11.0pt; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-size: 11.0pt;">PULCRITUD en el
trabajo</span></div>
<div class="MsoListParagraphCxSpLast" style="margin-left: 54.0pt; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt;">
<span style="font-family: Symbol; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Symbol; mso-bidi-font-size: 11.0pt; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-size: 11.0pt;">MODALES Y
PRESENTACION</span></div>
<div class="MsoListParagraphCxSpLast" style="margin-left: 54.0pt; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt;">
<br /></div>
<ul style="text-align: justify;">
<li><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-size: 11.0pt;">En la elaboración de registros anecdóticos<span style="mso-spacerun: yes;"> </span>es importante que el dirigente consigne no
solamente los incidentes desagradables o indeseables sino que, ponga empeño en <b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><u>registrar
más incidentes<span style="mso-spacerun: yes;"> </span>favorables que
desfavorables</u></i></b> del personal bajo su responsabilidad</span></li>
</ul>
<ul style="text-align: justify;">
<li><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-size: 11.0pt;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-size: 11.0pt;">Cuando el incidente provoca una reacción emocional
en el dirigente este no estará en condiciones de<span style="mso-spacerun: yes;"> </span>describirlo objetivamente.</span></li>
</ul>
<div class="MsoNormal" style="margin-left: 18pt; text-align: center;">
<br /></div>
<div class="MsoNormal" style="margin-left: 18pt; text-align: center;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-size: 11.0pt;"> <b>FORMATO RECORD ANECDOTICO</b></span></div>
<div class="MsoNormal" style="margin-left: 18pt; text-align: center;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-size: 11.0pt;"><b><br /></b></span></div>
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Guadalupe de Tejadahttp://www.blogger.com/profile/04994766261043918561noreply@blogger.com0tag:blogger.com,1999:blog-3819745379452047933.post-5877147711368509382012-09-04T15:08:00.000-07:002014-10-07T16:14:14.245-07:00Modelo Plan de Charla<div class="separator" style="clear: both; text-align: center;">
<span style="font-size: small;"><b><u><span lang="ES">LA CHARLA EDUCATIVA</span></u></b></span></div>
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</span></span></span><b style="mso-bidi-font-weight: normal;"><span lang="ES" style="font-size: 12.0pt; mso-bidi-font-size: 10.0pt;">DEFINICIÓN</span></b></div>
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<span lang="ES" style="font-size: 12.0pt; line-height: 150%; mso-bidi-font-size: 10.0pt;">Acto
educativo sobre los conocimientos de un tema o situación específica,
interpretados en forma sencilla por una persona para un grupo de individuos en donde
la audiencia tiene la oportunidad de participar (preguntando, comentando, etc.),
y se debe impartir en un tiempo de 10 a 20 minutos.</span></div>
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</span></span></span><b style="mso-bidi-font-weight: normal;"><span lang="ES" style="font-size: 12.0pt; mso-bidi-font-size: 10.0pt;">CARACTERÍSTICAS</span></b></div>
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<span lang="ES" style="font-size: 12.0pt; line-height: 150%; mso-bidi-font-size: 10.0pt;">Debe ser: </span></div>
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</span></span></span><span lang="ES" style="font-size: 12.0pt; line-height: 150%; mso-bidi-font-size: 10.0pt;">Preparada con anticipación</span></div>
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</span></span></span><span lang="ES" style="font-size: 12.0pt; line-height: 150%; mso-bidi-font-size: 10.0pt;">Corta (10 a 20 minutos)</span></div>
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</span></span></span><span lang="ES" style="font-size: 12.0pt; line-height: 150%; mso-bidi-font-size: 10.0pt;">Sencilla</span></div>
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</span></span></span><span lang="ES" style="font-size: 12.0pt; line-height: 150%; mso-bidi-font-size: 10.0pt;">Clara</span></div>
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<span lang="ES" style="font-family: Symbol; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Symbol; mso-bidi-font-size: 10.0pt; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="ES" style="font-size: 12.0pt; line-height: 150%; mso-bidi-font-size: 10.0pt;">De acuerdo a la capacidad
interpretativa del grupo</span></div>
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<span lang="ES" style="font-family: Symbol; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Symbol; mso-bidi-font-size: 10.0pt; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="ES" style="font-size: 12.0pt; line-height: 150%; mso-bidi-font-size: 10.0pt;">Desarrollada en un clima informal</span></div>
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<span lang="ES" style="font-family: Symbol; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Symbol; mso-bidi-font-size: 10.0pt; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="ES" style="font-size: 12.0pt; line-height: 150%; mso-bidi-font-size: 10.0pt;">A un grupo reducido (20-25
personas)</span></div>
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</span></span></span><b style="mso-bidi-font-weight: normal;"><span lang="ES" style="font-size: 12.0pt; mso-bidi-font-size: 10.0pt;">VENTAJAS DE SU USO</span></b></div>
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<span lang="ES" style="font-family: Symbol; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Symbol; mso-bidi-font-size: 10.0pt; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="ES" style="font-size: 12.0pt; line-height: 150%; mso-bidi-font-size: 10.0pt;">Estimula la participación</span></div>
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<span lang="ES" style="font-family: Symbol; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Symbol; mso-bidi-font-size: 10.0pt; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="ES" style="font-size: 12.0pt; line-height: 150%; mso-bidi-font-size: 10.0pt;">Fácil de preparar</span></div>
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<span lang="ES" style="font-family: Symbol; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Symbol; mso-bidi-font-size: 10.0pt; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="ES" style="font-size: 12.0pt; line-height: 150%; mso-bidi-font-size: 10.0pt;">Crea una atmósfera informal</span></div>
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</span></span></span><b style="mso-bidi-font-weight: normal;"><span lang="ES" style="font-size: 12.0pt; line-height: 115%; mso-bidi-font-size: 10.0pt;">REQUISITOS.
EXIGE:</span></b></div>
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<span lang="ES" style="font-family: Symbol; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Symbol; mso-bidi-font-size: 10.0pt; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="ES" style="font-size: 12.0pt; line-height: 150%; mso-bidi-font-size: 10.0pt;">Dominio del tema a desarrollar</span></div>
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<span lang="ES" style="font-family: Symbol; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Symbol; mso-bidi-font-size: 10.0pt; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="ES" style="font-size: 12.0pt; line-height: 150%; mso-bidi-font-size: 10.0pt;">Habilidad para motivar, preguntar,
contestar y discutir.</span></div>
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<span lang="ES" style="font-family: Symbol; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Symbol; mso-bidi-font-size: 10.0pt; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="ES" style="font-size: 12.0pt; line-height: 150%; mso-bidi-font-size: 10.0pt;">Disponer de local y mobiliario
adecuados</span></div>
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<span lang="ES" style="font-family: Symbol; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Symbol; mso-bidi-font-size: 10.0pt; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="ES" style="font-size: 12.0pt; line-height: 150%; mso-bidi-font-size: 10.0pt;">Seleccionar o preparar con
anticipación los materiales audiovisuales a ocupar.</span></div>
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</span></span></span><b style="mso-bidi-font-weight: normal;"><span lang="ES" style="font-size: 12.0pt; mso-bidi-font-size: 10.0pt;">PASOS EN LA
PLANIFICACIÓN</span></b></div>
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<b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span lang="ES" style="font-size: 12.0pt; mso-bidi-font-size: 10.0pt;"><span style="mso-list: Ignore;">A.<span style="font: 7.0pt "Times New Roman";">
</span></span></span></i></b><b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><u><span lang="ES" style="font-size: 12.0pt; mso-bidi-font-size: 10.0pt;">Etapa Determinativa</span></u></i></b></div>
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<span lang="ES" style="font-family: Symbol; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Symbol; mso-bidi-font-size: 10.0pt; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="ES" style="font-size: 12.0pt; line-height: 150%; mso-bidi-font-size: 10.0pt;">Establecer el tema </span></div>
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<span lang="ES" style="font-family: Symbol; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Symbol; mso-bidi-font-size: 10.0pt; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="ES" style="font-size: 12.0pt; line-height: 150%; mso-bidi-font-size: 10.0pt;">Establecer el objetivo (o los
objetivos)</span></div>
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<span lang="ES" style="font-family: Symbol; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Symbol; mso-bidi-font-size: 10.0pt; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="ES" style="font-size: 12.0pt; line-height: 150%; mso-bidi-font-size: 10.0pt;">Buscar información sobre el tema</span></div>
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<span lang="ES" style="font-family: Symbol; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Symbol; mso-bidi-font-size: 10.0pt; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="ES" style="font-size: 12.0pt; line-height: 150%; mso-bidi-font-size: 10.0pt;">Buscar, seleccionar o producir
recursos audiovisuales para el tema a tratar.</span></div>
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<span lang="ES" style="font-family: Symbol; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Symbol; mso-bidi-font-size: 10.0pt; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="ES" style="font-size: 12.0pt; line-height: 150%; mso-bidi-font-size: 10.0pt;">Distribución del tiempo que llevará
la charla.</span></div>
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<span lang="ES" style="font-family: Symbol; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Symbol; mso-bidi-font-size: 10.0pt; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="ES" style="font-size: 12.0pt; line-height: 150%; mso-bidi-font-size: 10.0pt;">Determinar la forma de evaluarla.</span></div>
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<span lang="ES" style="font-size: 12.0pt; mso-bidi-font-size: 10.0pt;"><span style="mso-list: Ignore;">B.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><u><span lang="ES" style="font-size: 12.0pt; mso-bidi-font-size: 10.0pt;">Etapa Ejecutiva</span></u></i></b><span lang="ES" style="font-size: 12.0pt; mso-bidi-font-size: 10.0pt;">.</span></div>
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</span></span></span><span lang="ES" style="font-size: 12.0pt; line-height: 150%; mso-bidi-font-size: 10.0pt;">Introducción o motivación</span></div>
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</span></span></span><span lang="ES" style="font-size: 12.0pt; line-height: 150%; mso-bidi-font-size: 10.0pt;">Desarrollo del tema</span></div>
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</span></span></span><span lang="ES" style="font-size: 12.0pt; line-height: 150%; mso-bidi-font-size: 10.0pt;">Veracidad de conceptos</span></div>
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</span></span></span><span lang="ES" style="font-size: 12.0pt; line-height: 150%; mso-bidi-font-size: 10.0pt;">Secuencia</span></div>
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</span></span></span><span lang="ES" style="font-size: 12.0pt; line-height: 150%; mso-bidi-font-size: 10.0pt;">Adaptación al grupo</span></div>
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</span></span></span><span lang="ES" style="font-size: 12.0pt; line-height: 150%; mso-bidi-font-size: 10.0pt;">Uso oportuno de recursos
audiovisuales</span></div>
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</span></span></span><span lang="ES" style="font-size: 12.0pt; line-height: 150%; mso-bidi-font-size: 10.0pt;">Expresión, tono, pronunciación</span></div>
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<span lang="ES" style="font-family: Symbol; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Symbol; mso-bidi-font-size: 10.0pt; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="ES" style="font-size: 12.0pt; line-height: 150%; mso-bidi-font-size: 10.0pt;">Resumen (Evaluación)</span></div>
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<b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span lang="ES" style="font-size: 12.0pt; mso-bidi-font-size: 10.0pt;"><span style="mso-list: Ignore;">C.<span style="font: 7.0pt "Times New Roman";">
</span></span></span></i></b><b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><u><span lang="ES" style="font-size: 12.0pt; mso-bidi-font-size: 10.0pt;">Etapa Evaluativa.</span></u></i></b></div>
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</span></span></span><span lang="ES" style="font-size: 12.0pt; mso-bidi-font-size: 10.0pt;">Comprobación del objetivo perseguido.</span></div>
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<span style="font-size: large;"><u><b>MODELO CHARLA EDUCATIVA</b></u></span></div>
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<b><u>LISTA DE CHEQUEO PARA EVALUAR LA CHARLA EDUCATIVA</u></b></div>
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Guadalupe de Tejadahttp://www.blogger.com/profile/04994766261043918561noreply@blogger.com12tag:blogger.com,1999:blog-3819745379452047933.post-6836933920624094682012-09-04T14:45:00.000-07:002016-05-04T15:04:54.749-07:00Guía de Evaluación de Trabajos Escritos y Exposiciones<div style="text-align: center;">
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Guadalupe de Tejadahttp://www.blogger.com/profile/04994766261043918561noreply@blogger.com0tag:blogger.com,1999:blog-3819745379452047933.post-7705453292620978482012-09-04T13:29:00.000-07:002016-05-05T13:30:12.509-07:00Elementos del Proceso Enseñanza - Aprendizaje<div class="separator" style="clear: both; text-align: center;">
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que el proceso enseñanza – aprendizaje se desarrolle, es necesaria la
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<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-size: 11.0pt;">DOCENTE:</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-size: 11.0pt;"><span style="mso-spacerun: yes;"> </span>Es el que
promueve las experiencias de aprendizaje, a partir de los contenidos.</span></div>
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<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-size: 11.0pt;">CONTENIDOS:</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-size: 11.0pt;"><span style="mso-spacerun: yes;"> </span>Que
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habilidades, destrezas y valores.</span></div>
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<br /></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-size: 11.0pt;">MEDIOS: <span style="mso-spacerun: yes;"> </span><span style="mso-spacerun: yes;"> </span></span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-size: 11.0pt;">Métodos y técnicas de aprendizaje.</span></div>
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<br /></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-size: 11.0pt;">OBJETIVOS:<span style="mso-spacerun: yes;"> </span></span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-size: 11.0pt;">conducen
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-size: 11.0pt;">Todo
ese proceso se desarrolla alrededor de un contexto filosófico, económico,
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjBibkDq3VJaCKQO5kn1NKAVEPICtIzjTrnLoD2juCVEgZ2ta5QM1xmFXq9AQ5kXFO6tNMx-N_i0r81WhN5Kd2sQIDL6fWIgwaIVaptUaYCbR7ECJ2gA7tASKBEYzktM487ktUbWaC_RL8/s1600/ELEMENTOS+2.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="588" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjBibkDq3VJaCKQO5kn1NKAVEPICtIzjTrnLoD2juCVEgZ2ta5QM1xmFXq9AQ5kXFO6tNMx-N_i0r81WhN5Kd2sQIDL6fWIgwaIVaptUaYCbR7ECJ2gA7tASKBEYzktM487ktUbWaC_RL8/s640/ELEMENTOS+2.png" width="640" /></a></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-size: 11.0pt;">El proceso enseñanza – aprendizaje tiene dos
elementos inherentes que de acuerdo con el esquema expuesto, se puede fácilmente
evidenciar, que enseñar es el acto en el que un docente muestra o suscita
contenidos educativos a un educando, a través de unos medios, en función de
objetivos y dentro de un contexto para que el educando los capta y elabora sus
conocimientos.</span></div>
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Guadalupe de Tejadahttp://www.blogger.com/profile/04994766261043918561noreply@blogger.com2tag:blogger.com,1999:blog-3819745379452047933.post-16523135143260528132012-09-03T21:45:00.000-07:002014-10-27T21:46:24.958-07:00¿Cómo aprenden los alumnos?<div class="separator" style="clear: both; text-align: center;">
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Guadalupe de Tejadahttp://www.blogger.com/profile/04994766261043918561noreply@blogger.com0tag:blogger.com,1999:blog-3819745379452047933.post-85659196792087916572012-05-05T18:17:00.000-07:002016-06-19T18:34:36.820-07:00Panel<!--[if gte mso 9]><xml>
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<style>
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<br />
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">Un equipo de 4 o 6
expertos que discuten un tema en forma de diálogo o conversación ante el
auditorio. Es una técnica educativa un tanto informal.</span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span style="font-size: small;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "times new roman" , "serif"; line-height: 115%;">Aplicación</span></b></span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">Es muy usado cuando se
desea informar sobre un tema específico, pero analizado desde diferentes puntos
de vista.</span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">Ventajas </span></b></div>
<div class="MsoNormal">
<br /></div>
<ul>
<li><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">Es una técnica amena,
que despierta el interés del auditorio cuando es bien llevado a cabo.</span></li>
</ul>
<br />
<ul>
<li><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">Permite a los
expositores expresar libremente sus ideas en forma de diálogo.</span></li>
</ul>
<br />
<ul>
<li><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">Permite a los
asistentes tener una información autorizada de diferentes aspectos de un tema.</span></li>
</ul>
<br />
<ul>
<li><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">Cuando el diálogo se
graba y se transcribe, constituye un material valioso como recurso didáctico
para otros grupos.</span></li>
</ul>
<br />
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">Limitaciones </span></b></div>
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<br /></div>
<ul style="text-align: justify;">
<li><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">Se deben escoger
participantes que posean facilidad de palabra, juicio crítico y capacidad para
el análisis, tanto como para la síntesis.</span></li>
</ul>
<br />
<ul style="text-align: justify;">
</ul>
<div style="text-align: justify;">
</div>
<ul style="text-align: justify;">
<li><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">Es necesario que el
organizador del panel realice reuniones previas con todos los expertos que
intervendrán para intercambiar ideas y establecer un plan de desarrollo.</span></li>
</ul>
<br />
<ul style="text-align: justify;">
</ul>
<div style="text-align: justify;">
</div>
<ul style="text-align: justify;">
<li><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">El tiempo recomendado
para cada participante es de 15 minutos.</span></li>
</ul>
<br />
<ul style="text-align: justify;">
</ul>
<div style="text-align: justify;">
</div>
<ul style="text-align: justify;">
<li><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">Se debe advertir a los
especialistas que deben utilizar un lenguaje adecuado para que los entienda el
público asistente.</span></li>
</ul>
<br />
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">Preparación </span></b></div>
<div class="MsoNormal">
<br /></div>
<br />
<ul>
<li><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">Selección del tema.</span></li>
</ul>
<br />
<ul>
<li><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">Determinación de
objetivos por cumplir en el panel.</span></li>
</ul>
<br />
<ul>
<li><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">Selección por parte del
organizador, del moderador y de los expertos.</span></li>
</ul>
<br />
<ul style="text-align: justify;">
<li><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">Reunión preliminar del
moderador y los expertos. Este paso es fundamental para definir los enfoques,
para evitar repeticiones en el diálogo y para ordenar las participaciones.</span></li>
</ul>
<br />
<ul>
<li><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">Seleccionar el local
así como los recursos necesarios.</span></li>
</ul>
<br />
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">Recursos</span></b></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">Dependiendo del caso: </span></div>
<div class="MsoNormal">
<span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">Computadora, pantalla,
material impreso, mesa, silla, vasos, otros.</span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">Desarrollo </span></b></div>
<div class="MsoNormal">
<br /></div>
<ul style="text-align: justify;">
<li><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">El moderador da inicio
al panel, presentando a los miembros. Formula la primera pregunta acerca del
tema que se va a tratar.</span></li>
</ul>
<span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;"> </span><ul style="text-align: justify;">
</ul>
<div style="text-align: justify;">
</div>
<ul style="text-align: justify;">
<li><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">Cualquiera de los
miembros del panel inicia la conversación (se puede planear con anterioridad
quien la hará de primero).</span></li>
</ul>
<span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;"> </span><ul style="text-align: justify;">
</ul>
<div style="text-align: justify;">
</div>
<ul style="text-align: justify;">
<li><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">El moderador interviene
para efectuar nuevas preguntas sobre el tema, orientar el diálogo hacia
aspectos no tocados, dirigir la conversación hacia el tema central cuando se
desvía demasiado de él, superar eventuales situaciones de tensión que pudieran
producirse. Puede estimular el diálogo, pero no debe dar sus propias opiniones.</span></li>
</ul>
<span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;"> </span><ul style="text-align: justify;">
</ul>
<div style="text-align: justify;">
</div>
<ul style="text-align: justify;">
<li><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">Faltando unos minutos
para terminar el diálogo, el moderador invita a los miembros a que hagan un
resumen muy breve de sus ideas.</span></li>
</ul>
<span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;"> </span><ul style="text-align: justify;">
</ul>
<div style="text-align: justify;">
</div>
<ul style="text-align: justify;">
<li><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">El moderador finaliza
destacando las conclusiones más importantes anotadas por él.</span></li>
</ul>
<span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;"> </span><ul style="text-align: justify;">
</ul>
<div style="text-align: justify;">
</div>
<ul style="text-align: justify;">
<li><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">Si así se desea y el
tiempo lo permite puede darse la oportunidad del público para que pregunte o
haga comentarios. De esta manera el panel se transforma en foro. Aquí no es
imprescindible que los panelistas estén presentes. El moderador es la persona
indicada para dirigir la discusión.</span></li>
</ul>
<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
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<br />Guadalupe de Tejadahttp://www.blogger.com/profile/04994766261043918561noreply@blogger.com1