tag:blogger.com,1999:blog-9677462567188167522024-03-05T02:16:57.285-08:00Influencia de la familia para el aprendizaje.ROCIOhttp://www.blogger.com/profile/13303425586518944759noreply@blogger.comBlogger6125tag:blogger.com,1999:blog-967746256718816752.post-89319223336099782152012-06-07T21:04:00.001-07:002012-06-08T13:19:50.973-07:00CASO INTEGRADOR<br />
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<b><span lang="ES-MX" style="color: black; font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;">EQUIPO</span></b></div>
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<a href="http://www.blogger.com/blogger.g?blogID=967746256718816752" name="_GoBack"></a><b><span lang="ES-MX" style="color: black; font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;">Marissa Aceves
Medina</span></b></div>
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<b><span lang="ES-MX" style="color: black; font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;">Mayra Guadalupe Rivera Sánchez</span></b></div>
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<b><span lang="ES-MX" style="color: black; font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;">Beatriz del Rocío Dávila Martínez</span></b></div>
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<b><span lang="ES-MX" style="color: #002060; font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;">TEMA: </span></b></div>
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<b><span style="font-family: "Times New Roman","serif"; font-size: 13.5pt;">INFLUENCIA DEL
AMBIENTE FAMILIAR PARA EL APRENDIZAJE DEL NIÑO</span></b></div>
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<b><span lang="ES-MX" style="color: #002060; font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;">PROBEMATIZACIÓN</span></b></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;">Sin duda alguna
la familia es la parte mas importante para cualquier ser humano dentro de la
infancia, ya que en gran medida el niño depende de sus padres para la
realización de diversas actividades y toma de decisiones; aunque no solo
necesitan de ellos sino que el cariño y apoyo de sus hermanos o demás
familiares cercanos construyen la seguridad, comportamientos,
conocimientos y valores que en gran parte constituirán la personalidad del
niño durante su infancia y edades posteriores.</span><span style="font-family: "Arial","sans-serif"; font-size: 9pt; line-height: 150%;"></span></div>
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<span style="color: white; font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;">Por lo tanto,
aunque hay una variedad de determinantes bio-psico-sociales para el aprendizaje
del niño, debemos tomar en cuenta que uno de los que mas influencia ejerce es
el ambiente familiar, y por ende se derivan diversas problemáticas que
contribuyen para que a nivel académico el niño se vea perjudicado gracias a su
familia, y esto se refleja desde la conducta que presenta hasta su
rápido o lento aprendizaje en la escuela. </span><span style="color: white; font-family: "Arial","sans-serif"; font-size: 9pt; line-height: 150%;"><br />
</span><span style="color: white; font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;">Hoy en día se encuentran con
mayor frecuencia las familias disfuncionales o falta de atención e interés
hacia los hijos, es por ello que esta temática pretende conocer que tanto
afectan estos aspectos para el desenvolvimiento, desempeño y obtención de
conocimientos escolares en los infantes.</span><span style="font-family: "Arial","sans-serif"; font-size: 9pt; line-height: 150%;"></span></div>
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<b><span lang="ES-MX" style="color: #002060; font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;">ANTECEDENTES</span></b></div>
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<span lang="ES-MX" style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;">Variadas investigaciones nos aportan elementos para
corroborar la importancia que ejerce la familia en cada uno de los ámbitos en
que un niño se desenvuelve, en algunos de ellos con mayor relevancia como lo es
el ámbito escolar y todos los aprendizajes que se dan dentro de este.</span></div>
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<span lang="ES-MX" style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;">El
Lic. Ángel Alberto Valdez Cuervo y La
autora Rosa María Remón Estévez nos
mencionan que la participación e interacción de los padres de alumnos de
primaria en las actividades académicas de sus hijos eleva el autoestima e
interés de estos por esforzarse en su educación, permitiendo así la calidad
académica.</span></div>
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<span lang="ES-MX" style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;">Por otra parte </span><span lang="ES-MX" style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;">Mónica
Berstein, directora de la carrera de educación parvularia en la universidad de
Andrés Bellos nos dice textualmente: <u>“La familia es la institución social
fundamental en nuestra sociedad siendo uno de los contextos principales para el
desarrollo del niño. En ella los pequeños aprenden y definen su rol social,
comprende cómo son valorizadas sus características y actividades lo que
determina su autoestima como persona</u>”.</span></div>
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<span lang="ES-MX" style="color: white; font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;">Por
lo tanto, podemos decir que existe una estrecha relación entre el clima
familiar y el fracaso escolar, tal y como lo menciona l</span><span lang="ES-MX" style="color: white; font-family: "Arial","sans-serif";">a</span><span lang="ES-MX" style="color: white; font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;"> maestra y psicopedagoga Antonia Lozano Díaz;
confirmándonos así que el aprendizaje mas significativo se da en el ambiente
familiar teniendo este funciones
educativas y afectivas muy importantes y provocando conductas o pensamientos
que determinan su desenvolvimiento social, personal y educativo.</span><span lang="ES-MX" style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;"></span></div>
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<b><span lang="ES-MX" style="color: #002060; font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;">INVESTIGACIÓN DE CAMPO</span></b><span lang="ES-MX" style="color: #002060; font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;"></span></div>
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<span lang="ES-MX" style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;">Realizamos<b>
</b></span><span lang="ES-MX" style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;">una entrevista
estructurada, la cual consta de 5 preguntas generales o principales a partir de
las cuales se derivan otras más específicas acerca del mismo planteamiento o
situaciones relacionadas a él. Fue aplicada a los 5 maestros del “centro de
atención múltiple Jean Piaget”. </span></div>
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<b style="mso-bidi-font-weight: normal;"><span lang="ES-MX" style="color: #002060; font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;">DIAGNOSTICO SITUACIONAL DEL PROBLEMA</span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span lang="ES-MX" style="font-family: "Arial","sans-serif"; font-size: 9pt; line-height: 150%;">RESULTADO
GENERAL</span></b></div>
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<span lang="ES-MX" style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;">Las
entrevistas nos arrojan resultados acerca de la influencia de la familia para
el aprendizaje de los niños dentro de una escuela de educación especial situada
en Ciudad Guzmán Jalisco, desde el punto de vista de los docentes que ahí
laboran.</span></div>
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<span lang="ES-MX" style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;">Las
cuales como resultado general nos dicen que la familia si tiene gran influencia
en los niños de la institución ya que requieren del apoyo y atención de sus
padres debido a los problemas o trastornos que cada uno de ellos presentan.
Aunque por otra parte consideran que esa influencia que tiene la familia, la
tienen también ellos como maestros, tanto para identificar la base de los
problemas con los cuales trabajaran por medio de evaluaciones psicopedagógicas
y entrevistas, como para saber como y cuales estrategias deben utilizar para
permitir que los niños mejoren durante su estancia en la escuela de educación
especial.</span></div>
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<span lang="ES-MX" style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;">Además,
a parte de trabajar con los alumnos integran también la ESPPA (escuela para
padres) a través de la cual buscan orientar a los padres en la educación de sus
hijos. </span></div>
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<span lang="ES-MX" style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;">Finalmente
se menciona que por el objetivo central de esta escuela, los maestros
consideran conveniente y necesario el
hecho de tener un psicólogo profesional de planta, ya que solo cuentan
con practicantes que eventualmente les ayudan a tratar problemas con alguno de
los niños, y han observado que el hecho de involucrar a padres, apoyo
psicológico y ellos como maestros les traen resultados favorables a los
alumnos.</span><span lang="ES-MX" style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;"></span><span lang="ES-MX"> </span></div>
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<b><span lang="ES-MX" style="color: #002060; font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;">FUNDAMENTACIÓN TEORICA</span></b></div>
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<b><span lang="ES-MX" style="color: #002060; font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;"> Cognitivo-conductual</span></b></div>
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<span lang="ES-MX" style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;">El análisis realizado a lo largo de este curso acerca de
la influencia que ejerce la familia en el aprendizaje de los niños, nos
permitió darnos cuenta que, precisamente los padres son el apoyo o motivación
que los alumnos requieren para obtener un aprendizaje significativo en
cualquier ámbito, pero sin duda alguna, el escenario real en el cual nos
enfocamos para la realización de esta investigación, por ser una institución
que atiende múltiples necesidades especiales en los niños y adolescentes
requiere aún más la participación de los papás, ya que los alumnos son muy
dependientes de su familia por poseer diversas discapacidades, pero aun así las
entrevistas aplicadas a los maestros nos permiten conocer que muchos de los
padres únicamente mantienen a sus hijos en esta escuela para quitarse la
responsabilidad de cuidarlos durante algunas horas del día, por lo tanto no
participan activamente para que los niños presenten avances.</span></div>
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<u><span lang="ES-MX" style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;">El cognitivismo nos habla precisamente de que para
adquirir un aprendizaje deben </span></u><span lang="ES-MX" style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;"><u>involucrarse las
asociaciones que se establecen mediante la proximidad con otras personas y la
repetición. También reconoce la importancia del reforzamiento, resaltando su
papel como elemento retroalimentador para corrección de respuestas y sobre su
función como un motivador, haciendo énfasis en la interacción del
comportamiento, el ambiente y factores de la persona como determinantes del
aprendizaje</u></span><span lang="ES-MX" style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;">o y retroalimentando conocimientos, esto debido a que los
principales escenarios en que un menor se desenvuelve son: su casa y la
escuela, los cuales deben participar conjuntamente para beneficio del niño, si
es que en realidad se quieren obtener avances y mantenerlo adaptado a la
sociedad a pesar de cualquier discapacidad presente en su desarrollo, como
p</span><span lang="ES-MX" style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;">. </span><span lang="ES-MX" style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;">Como lo menciona Bruner en su teoría de la
instrucción es muy importante estimular al alumno para que descubra por sí
mismo la estructura de aquello que va aprender para que pueda generar su propio
aprendizaje y desarrollo educativo. Esto quiere decirnos que los niños no solo deben ser
motivados y reducir su aprendizaje al hecho de permanecer en una escuela
escuchando y observando al profesor que intenta proporcionar elementos
cognitivos a sus alumnos, ya que esto en realidad no será posible si la familia
no actúa reforzand</span><span lang="ES-MX" style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;">uede ser TDA, Hiperactividad, agresividad y problemas de conducta, los cuales
truncan la vida del niño en todas sus esferas, y además de ello son originadas
por la propia familia, por lo cual se observa que es casi imposible que se
logren avances que detengan o minimicen su problemática.</span></div>
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<span lang="ES-MX" style="font-family: "Arial","sans-serif";">Así mismo con la participación del
profesional de la salud mental psicoeducar a los padres de familia sobre la
discapacidad del niño proporcionándoles información sobre, donde, como y
quienes pueden ayudar tanto al niño como a la familia para saber cómo tratarlo
y poder adaptarse al cambio de vida y ser una familia funcional.</span></div>
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<span lang="ES-MX" style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;">Enfocándonos a las problemáticas que los maestros nos mencionan
dentro de aquellos alumnos con familias disfuncionales encontramos la falta de
atención, de cariño, violencia intrafamiliar, falta de comunicación en la
familia, entre otras; entonces <u>Vigotsky en su modelo sociocultural nos dice al
respecto: “Los estudiantes construyen sus conocimientos a través de las
interacciones sociales con los demás. El contenido de estos conocimientos se ve
afectado por la cultura en que vive el estudiante”</u>, lo cual corrobora que
cualquier niño presentara conductas un tanto desadaptativas cuando uno de sus
ambientes principales y más importante se encuentra alterado, ya que a pesar de
que la familia otorgue toda la responsabilidad del aprendizaje o avances de su
hijo a los maestros, estos solo actuaran como facilitadores y guías y no como
directores o moldeadores del aprendizaje, por lo tanto se requiere siempre una
conjunta participación tanto de profesionales de acuerdo a la problemática (en
este caso psicólogos), maestros y sobre todo de la familia de los alumnos. </span></div>
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<u><span lang="ES-MX" style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;">Por lo tanto, los pensamientos del niño están localizados en
contextos sociales y físicos y no únicamente en la mente de él, por ende, cada
parte del ambiente en que se desenvuelve definirá el buen o mal funcionamiento
de </span><span lang="ES-MX" style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;">procesos cognitivos que un individuo pone en juego para
aprender y presentar ciertas conductas.</span></u></div>
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<b><span lang="ES-MX" style="color: #002060; font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;">PROPUESTAS DE MEJORA </span></b></div>
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<b><span lang="ES-MX" style="color: #002060; font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;">(Plan de carácter correctivo)</span></b></div>
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<span lang="ES-MX" style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;">De acuerdo a los resultados, teorías,
conclusiones y de más análisis realizados a lo largo de esta investigación recomendamos
las siguientes propuestas de mejora a la institución, con la finalidad de que
se obtengan mejores resultados en sus alumnos a través de la activa
participación de la familia como principal elemento generador de avances,
conocimientos y conductas en los niños:</span></div>
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<span lang="ES-MX" style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;">1.<span style="font: 7pt "Times New Roman";">
</span></span><span lang="ES-MX" style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;">Atender
a los niños en horarios diferentes de acuerdo al origen de su problemática
(psicológica u orgánica), lo cual permitirá impartir estrategias adecuadas para
obtener avances notables en cada uno de ellos. </span></div>
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<span lang="ES-MX" style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;">2.<span style="font: 7pt "Times New Roman";">
</span></span><span lang="ES-MX" style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;">Impulsar
la realización de actividades dentro de la institución pero que no sean
académicas (de formación integral) sino que fomenten la convivencia de la
familia (un día al mes se llevara a cabo “el día de la familia” en el cual se
realizaran deportes, convivencia, etc.).</span></div>
<div class="MsoListParagraphCxSpMiddle" style="color: white; line-height: 150%; text-align: justify; text-indent: -18pt;">
<span lang="ES-MX" style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;">3.<span style="font: 7pt "Times New Roman";">
</span></span><span lang="ES-MX" style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;">Realizar
reuniones mensuales en las cuales se solicite la presencia de todos los padres de
familia para darles a conocer los avances o necesidades actuales de sus hijos.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="color: white; line-height: 150%; text-align: justify; text-indent: -18pt;">
<span lang="ES-MX" style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;">4.<span style="font: 7pt "Times New Roman";">
</span></span><span lang="ES-MX" style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;">Psicólogo:
consideramos que dentro de la escuela debería implementarse el apoyo
profesional de un psicólogo estable, ya que debido al giro de la institución es
necesario contar con uno. El cual permitirá que se lleven a cabo los siguientes
procesos:</span></div>
<div class="MsoListParagraphCxSpMiddle" style="color: white; line-height: 150%; margin-left: 72pt; text-align: justify; text-indent: -18pt;">
<span lang="ES-MX" style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;">a.<span style="font: 7pt "Times New Roman";">
</span></span><span lang="ES-MX" style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;">Orientación
familiar: cuyo fin es brindar terapia o asesoría psicológica familiar, para
resolver problemáticas que estén originando los trastornos en el niño. </span></div>
<div class="MsoListParagraphCxSpMiddle" style="color: white; line-height: 150%; margin-left: 72pt; text-align: justify; text-indent: -18pt;">
<span lang="ES-MX" style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;">b.<span style="font: 7pt "Times New Roman";">
</span></span><span lang="ES-MX" style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;">Orientación
a padres: con la finalidad de que los padres sepan como ayudar y tratar a sus
hijos dentro de la escuela y a la vez apoyarlos dentro de la misma.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="color: white; line-height: 150%; margin-left: 72pt; text-align: justify; text-indent: -18pt;">
<span lang="ES-MX" style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;">c.<span style="font: 7pt "Times New Roman";">
</span></span><span lang="ES-MX" style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;">Orientación
a maestros: trabajar en conjunto con ellos para implementar estrategias
adecuadas de acuerdo al diagnostico previo y valorar resultados de estas.</span></div>
<div class="MsoListParagraphCxSpLast" style="color: white; line-height: 150%; margin-left: 72pt; text-align: justify; text-indent: -18pt;">
<span lang="ES-MX" style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;">d.<span style="font: 7pt "Times New Roman";">
</span></span><span lang="ES-MX" style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;">Orientación
a los alumnos: proporcionar asesoría o terapia individual a los niños que la
requieran.</span></div>ROCIOhttp://www.blogger.com/profile/13303425586518944759noreply@blogger.com0tag:blogger.com,1999:blog-967746256718816752.post-85574131462672458232012-05-31T20:17:00.001-07:002012-05-31T20:32:15.500-07:00EJERCICIO DE PROPUESTA DE MEJORA<div style="background-color: yellow;">
<br /></div>
<div align="right" class="MsoNormal" style="background-color: yellow; line-height: 150%; margin-bottom: 0cm; text-align: right;">
<b><span lang="ES-MX" style="color: black; font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;">ACTIVIDAD INTEGRADORA</span></b></div>
<div align="right" class="MsoNormal" style="background-color: yellow; line-height: 150%; margin-bottom: 0cm; text-align: right;">
<br /></div>
<div align="right" class="MsoNormal" style="background-color: yellow; line-height: 150%; margin-bottom: 0cm; text-align: right;">
<b><span lang="ES-MX" style="color: black; font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;">EQUIPO</span></b></div>
<div align="right" class="MsoNormal" style="background-color: yellow; line-height: 150%; margin-bottom: 0cm; text-align: right;">
<b><span lang="ES-MX" style="color: black; font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;">Marissa Aceves Medina</span></b></div>
<div align="right" class="MsoNormal" style="background-color: yellow; line-height: 150%; margin-bottom: 0cm; text-align: right;">
<b><span lang="ES-MX" style="color: black; font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;">Mayra Guadalupe Rivera Sánchez</span></b></div>
<div align="right" class="MsoNormal" style="background-color: yellow; line-height: 150%; margin-bottom: 0cm; text-align: right;">
<b><span lang="ES-MX" style="color: black; font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;">Beatriz del Rocío Dávila Martínez</span></b></div>
<div align="right" class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: right; text-autospace: none;">
<br /></div>
<div align="right" class="MsoNormal" style="color: #e06666; line-height: 150%; margin-bottom: 0cm; text-align: right;">
<br /></div>
<div align="center" class="MsoNormal" style="color: #e06666; line-height: 150%; margin-bottom: 0cm; text-align: center;">
<b><span lang="ES-MX" style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;">Ejercicio de propuesta de mejora para la
escuela de educación especial “Centro de Atención Múltiple Jean Piaget”, de
acuerdo a la temática “Influencia de la familia para el aprendizaje de los
niños”</span></b></div>
<div style="color: #e06666; line-height: 150%; text-align: justify;">
<span lang="ES-MX" style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;">El análisis realizado a lo largo de este curso acerca de
la influencia que ejerce la familia en el aprendizaje de los niños, nos
permitió darnos cuenta que, precisamente los padres son el apoyo o motivación
que los alumnos requieren para obtener un aprendizaje significativo en
cualquier ámbito, pero sin duda alguna, el escenario real en el cual nos
enfocamos para la realización de esta investigación, por ser una institución
que atiende múltiples necesidades especiales en los niños y adolescentes
requiere aún más la participación de los papás, ya que los alumnos son muy
dependientes de su familia por poseer diversas discapacidades, pero aun así las
entrevistas aplicadas a los maestros nos permiten conocer que muchos de los
padres únicamente mantienen a sus hijos en esta escuela para quitarse la
responsabilidad de cuidarlos durante algunas horas del día, por lo tanto no
participan activamente para que los niños presenten avances.</span></div>
<div style="color: #e06666; line-height: 150%; text-align: justify;">
<span lang="ES-MX" style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;">El cognitivismo nos habla precisamente de que para
adquirir un aprendizaje deben </span><span lang="ES-MX" style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;">involucrarse las
asociaciones que se establecen mediante la proximidad con otras personas y la
repetición. También reconoce la importancia del reforzamiento, resaltando su
papel como elemento retroalimentador para corrección de respuestas y sobre su
función como un motivador, haciendo énfasis en la interacción del
comportamiento, el ambiente y factores de la persona como determinantes del
aprendizaje. </span><span lang="ES-MX" style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;">Como lo menciona Bruner en su teoría de la
instrucción es muy importante estimular al alumno para que descubra por sí
mismo la estructura de aquello que va aprender para que pueda generar su propio
aprendizaje y desarrollo educativo. Esto quiere decirnos que los niños no solo deben ser
motivados y reducir su aprendizaje al hecho de permanecer en una escuela
escuchando y observando al profesor que intenta proporcionar elementos
cognitivos a sus alumnos, ya que esto en realidad no será posible si la familia
no actúa reforzando y retroalimentando conocimientos, esto debido a que los
principales escenarios en que un menor se desenvuelve son: su casa y la
escuela, los cuales deben participar conjuntamente para beneficio del niño, si
es que en realidad se quieren obtener avances y mantenerlo adaptado a la
sociedad a pesar de cualquier discapacidad presente en su desarrollo, como
puede ser TDA, Hiperactividad, agresividad y problemas de conducta, los cuales
truncan la vida del niño en todas sus esferas, y además de ello son originadas
por la propia familia, por lo cual se observa que es casi imposible que se
logren avances que detengan o minimicen su problemática.</span></div>
<div class="Default" style="color: #e06666; line-height: 150%; text-align: justify;">
<span lang="ES-MX" style="font-family: "Arial","sans-serif";">Así mismo con la participación del profesional
de la salud mental psicoeducar a los padres de familia sobre la discapacidad
del niño proporcionándoles información sobre, donde, como y quienes pueden
ayudar tanto al niño como a la familia para saber cómo tratarlo y poder
adaptarse al cambio de vida y ser una familia funcional.</span></div>
<div style="color: #e06666; line-height: 150%; text-align: justify;">
<span lang="ES-MX" style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;">Enfocándonos a las problemáticas que los maestros nos mencionan
dentro de aquellos alumnos con familias disfuncionales encontramos la falta de
atención, de cariño, violencia intrafamiliar, falta de comunicación en la
familia, entre otras; entonces Vygotsky en su modelo sociocultural nos dice al
respecto: “Los estudiantes construyen sus conocimientos a través de las
interacciones sociales con los demás. El contenido de estos conocimientos se ve
afectado por la cultura en que vive el estudiante”, lo cual corrobora que
cualquier niño presentara conductas un tanto desadaptativas cuando uno de sus
ambientes principales y más importante se encuentra alterado, ya que a pesar de
que la familia otorgue toda la responsabilidad del aprendizaje o avances de su
hijo a los maestros, estos solo actuaran como facilitadores y guías y no como
directores o moldeadores del aprendizaje, por lo tanto se requiere siempre una
conjunta participación tanto de profesionales de acuerdo a la problemática (en
este casi psicólogos), maestros y sobre todo de la familia de los alumnos. </span></div>
<div style="color: #e06666; line-height: 150%; text-align: justify;">
<span lang="ES-MX" style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;">Por lo tanto, los pensamientos del niño están localizados en
contextos sociales y físicos y no únicamente en la mente de él, por ende, cada
parte del ambiente en que se desenvuelve definirá el buen o mal funcionamiento
de </span><span lang="ES-MX" style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;">procesos cognitivos que un individuo pone en juego para
aprender y presentar ciertas conductas.</span></div>
<div class="MsoNormal" style="color: #e06666; line-height: 150%; text-align: justify;">
<span lang="ES-MX" style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;">Entonces de acuerdo a los resultados,
teorías, conclusiones y de más análisis realizados a lo largo de esta
investigación recomendamos las siguientes propuestas de mejora a la
institución, con la finalidad de que se obtengan mejores resultados en sus
alumnos a través de la activa participación de la familia como principal elemento
generador de avances, conocimientos y conductas en los niños:<a href="http://www.blogger.com/blogger.g?blogID=967746256718816752" name="_GoBack"></a></span></div>
<div class="MsoListParagraphCxSpFirst" style="color: #e06666; line-height: 150%; text-align: justify; text-indent: -18pt;">
<span lang="ES-MX" style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;">1.<span style="font: 7pt "Times New Roman";">
</span></span><span lang="ES-MX" style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;">Psicólogo:
consideramos que dentro de la escuela debería implementarse el apoyo profesional
de un psicólogo estable, ya que debido al giro del la institución es necesario
contar con uno. El cual permitirá que se lleven a cabo los siguientes procesos:</span></div>
<div class="MsoListParagraphCxSpMiddle" style="color: #e06666; line-height: 150%; margin-left: 72pt; text-align: justify; text-indent: -18pt;">
<span lang="ES-MX" style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;">a.<span style="font: 7pt "Times New Roman";">
</span></span><span lang="ES-MX" style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;">Orientación
familiar: cuyo fin es brindar terapia o asesoría psicológica familiar, para resolver
problemáticas que estén originando los trastornos en el niño. </span></div>
<div class="MsoListParagraphCxSpMiddle" style="color: #e06666; line-height: 150%; margin-left: 72pt; text-align: justify; text-indent: -18pt;">
<span lang="ES-MX" style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;">b.<span style="font: 7pt "Times New Roman";">
</span></span><span lang="ES-MX" style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;">Orientación
a padres: con la finalidad de que los padres sepan como ayudar y tratar a sus
hijos dentro de la escuela y a la vez apoyarlos dentro de la misma.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="color: #e06666; line-height: 150%; margin-left: 72pt; text-align: justify; text-indent: -18pt;">
<span lang="ES-MX" style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;">c.<span style="font: 7pt "Times New Roman";">
</span></span><span lang="ES-MX" style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;">Orientación
a maestros: trabajar en conjunto con ellos para implementar estrategias
adecuadas de acuerdo al diagnostico previo y valorar resultados de estas.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="color: #e06666; line-height: 150%; margin-left: 72pt; text-align: justify; text-indent: -18pt;">
<span lang="ES-MX" style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;">d.<span style="font: 7pt "Times New Roman";">
</span></span><span lang="ES-MX" style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;">Orientación
a los alumnos: proporcionar asesoría o terapia individual a los niños que la
requieran.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="color: #e06666; line-height: 150%; text-align: justify; text-indent: -18pt;">
<span lang="ES-MX" style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;">2.<span style="font: 7pt "Times New Roman";">
</span></span><span lang="ES-MX" style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;">Impulsar
la realización de actividades dentro de la institución pero que no sean
académicas (de formación integral) sino que fomenten la convivencia de la
familia (un día al mes se llevara a cabo “el día de la familia” en el cual se
realizaran deportes, convivencia, etc.).</span></div>
<div class="MsoListParagraphCxSpLast" style="color: #e06666; line-height: 150%; text-align: justify; text-indent: -18pt;">
<span lang="ES-MX" style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;">3.<span style="font: 7pt "Times New Roman";">
</span></span><span lang="ES-MX" style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;">Realizar
reuniones mensuales en las cuales se solicite la presencia de todos los padres de
familia para darles a conocer los avances o necesidades actuales de sus hijos.</span></div>ROCIOhttp://www.blogger.com/profile/13303425586518944759noreply@blogger.com0tag:blogger.com,1999:blog-967746256718816752.post-35705912383424583952012-05-19T14:12:00.003-07:002012-05-31T20:16:00.466-07:00RESULTADOS<!--[if gte mso 9]><xml>
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<br />
<div align="right" style="line-height: normal; margin-bottom: .0001pt; margin: 0cm; text-align: right;">
<u><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">EQUIPO:</span></u></div>
<div align="right" style="line-height: normal; margin-bottom: .0001pt; margin: 0cm; text-align: right;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">MAYRA
GUADALUPE RIVERA SÁNCHEZ</span></div>
<div align="right" style="line-height: normal; margin-bottom: .0001pt; margin: 0cm; text-align: right;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">BEATRIZ
DEL ROCÍO DÁVILA MARTÍNEZ</span></div>
<div align="right" style="line-height: normal; margin-bottom: .0001pt; margin: 0cm; text-align: right;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">MARISSA
ACEVES MEDINA</span></div>
<div align="right" style="line-height: normal; margin-bottom: .0001pt; margin: 0cm; text-align: right;">
<br /></div>
<div align="center" style="margin-bottom: .0001pt; margin: 0cm; text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span style="color: #993366; font-family: "Arial","sans-serif"; font-size: 12.0pt;">RESULTADOS</span></b></div>
<div align="center" style="text-align: center;">
<u><span style="color: #993366; font-family: "Arial","sans-serif"; font-size: 12.0pt;">“LA INFLUENCIA DE LA FAMILIA
PARA EL APRENDIZAJE”</span></u></div>
<div align="center" style="line-height: 150%; text-align: center;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%;">“Entrevistas
aplicadas a 5 docentes en la escuela de educación especial”</span></div>
<div style="line-height: 150%; margin-left: 36.0pt; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt;">
<span style="font-family: Symbol; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;"><img alt="*" height="13" src="file:///C:%5CUsers%5Cusuario%5CAppData%5CLocal%5CTemp%5Cmsohtmlclip1%5C02%5Cclip_image001.gif" width="13" /><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: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%;">Entrevista #1</span></i></b></div>
<div style="line-height: 150%; text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%;">Nos arroja que el
entrevistado (docente) considera que la familia es un elemento realmente
importante para el aprendizaje de los alumnos, ya que del apoyo y respaldo que
estos reciban departe de su familia, depende su motivación y actitud hacia el
trabajo académico.</span></div>
<div style="line-height: 150%; text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%;">Por lo tanto, las
problemáticas de origen familiar son identificadas por el docente a través de
la entrevista que se realiza a la familia de los alumnos al ingresar a la
institución para establecer su expediente. Posteriormente las carencias o
necesidades de los niños son atendidos a través del apoyo psicológico (cuando
se cuenta con el en la institución) y brindando orientación a los padres para
mejorar primeramente desde el hogar y que sea posible el avance académico.</span></div>
<div style="line-height: 150%; text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%;">Nos menciona que dentro de
esta escuela existen tanto familias funcionales como disfuncionales, teniendo
como principales problemáticas dentro de las disfuncionales: TDAH, desnutrición
y falta de higiene.<span style="mso-spacerun: yes;"> </span>Dentro de ambos
tipos de familias, se observa que es la madre quien más se involucra en la
educación de sus hijos, pero se trata de integrar a toda la familia a través de
las sesiones de ESPPA (escuela para padres).</span></div>
<div style="line-height: 150%; text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%;">Considera que el apoyo
psicológico es muy necesario dentro de la institución ya que de esta manera los
padres y maestros obtendrían una orientación más amplia sobre la educación que
deben recibir los niños, pero no se cuenta con un psicólogo de base y solo se
acude<span style="mso-spacerun: yes;"> </span>a los servicios que prestan los
practicantes.</span></div>
<div class="MsoListParagraph" style="mso-list: l0 level1 lfo1; text-indent: -18.0pt;">
<span lang="ES-MX" style="font-family: Symbol; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;"><img alt="*" height="13" src="file:///C:%5CUsers%5Cusuario%5CAppData%5CLocal%5CTemp%5Cmsohtmlclip1%5C02%5Cclip_image001.gif" width="13" /><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 lang="ES-MX" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">Entrevista #2</span></i></b></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span lang="ES-MX" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%;">Por
ser niños con necesidades especiales los alumnos requieren totalmente del apoyo
y atención de sus papás.</span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span lang="ES-MX" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%;">Desde
el punto de vista de este docente, la evaluación psicopedagógica es lo que les
da elementos para identificar si existe alguna problemática o situación
familiar que afecte al niño, de esta manera se atiende con la atención
requerida al niño.</span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span lang="ES-MX" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%;">Dentro
de la institución existen alumnos con familias funcionales y disfuncionales;
pero hay mayor número de disfuncionales por lo cual predominan constantes
problemas<span style="mso-spacerun: yes;"> </span>de TDA, hiperactividad y
problemas de salud.</span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span lang="ES-MX" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%;">Tratamos
de involucrar a los padres en la educación de los niños a través de ESPPA, pero
por lo regular solo participa la mamá. Consideramos que si tuviéramos un
psicólogo de planta seria más facial orientar a los papás pero solo contamos en
ocasiones con el apoyo de los practicantes del CUSur.</span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<br /></div>
<div class="MsoListParagraph" style="line-height: 150%; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt;">
<span lang="ES-MX" style="font-family: Symbol; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;"><img alt="*" height="13" src="file:///C:%5CUsers%5Cusuario%5CAppData%5CLocal%5CTemp%5Cmsohtmlclip1%5C02%5Cclip_image001.gif" width="13" /><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 lang="ES-MX" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%;">Entrevista #3</span></i></b></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span lang="ES-MX" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%;">La
familia si influye pero también nosotros como sus maestros, ya que desde que
ingresan a la escuela tenemos que trabajar mucho para ganarnos la confianza de
los niños y que acepten poco a poco colaborar en las actividades que les
ayudaran en sus problemáticas.</span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span lang="ES-MX" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%;">Las
problemáticas por lo regular son de origen familiar, esto lo notamos en el
aspecto del niño y de su familia desde el momento en que los traen a recibir la
ayuda, posteriormente esto se confirma con la realización del expediente de
cada estudiante para el cual tenemos que hablar con la familia y ellos mismos
nos confirman lo que acontece en su familia. A través de esto nosotros
intervenimos con los niños, proporcionándoles el tipo de ayuda específica que
requieren, a sabiendas de que el origen es familiar es más fácil encontrar
estrategias que puedan ayudarle<span style="mso-spacerun: yes;"> </span>a su
recuperación. Las problemáticas comunes con origen familiar son: TDAH,
problemas de salud, falta de higiene personal, agresividad y problemas de conducta;
a diferencia de que los alumnos con familias disfuncionales avanzan mas
rápidamente en su recuperación o al menos no retroceden ni adquieren
problemáticas mas serias.</span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span lang="ES-MX" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%;">Aquí
se ofrecen platicas de escuela para padres, pero prácticamente quien se
involucra es la mamá, raramente asisten algunos padres y mucho menos cuando son
familias disfuncionales.</span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span lang="ES-MX" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%;">Actualmente
no tenemos un psicólogo profesional que nos ayude a tratar más personalmente a
los alumnos con problemas de origen familiar, ahora únicamente contamos con un
grupo de practicantes de psicología los cuales se involucran un poco en el
trabajo que los niños realizan.</span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<br /></div>
<div class="MsoListParagraph" style="line-height: 150%; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt;">
<span lang="ES-MX" style="font-family: Symbol; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;"><img alt="*" height="13" src="file:///C:%5CUsers%5Cusuario%5CAppData%5CLocal%5CTemp%5Cmsohtmlclip1%5C02%5Cclip_image001.gif" width="13" /><span style="font: 7.0pt "Times New Roman";">
</span></span></span><b style="mso-bidi-font-weight: normal;"><span lang="ES-MX" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%;">Entrevista
#4</span></b></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span lang="ES-MX" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%;">Obviamente
la familia si influye porque la mayoría de los niños que atendemos se
encuentran entre los 6 y 14 años de edad, por lo tanto en gran medida dependen
del apoyo que su familia les brinda, además que por sus necesidades especiales
también necesitan de la atención de sus papás.</span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span lang="ES-MX" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%;">Las
entrevistas, platicas maestro-papás al ingreso y durante la estancia de los
niños en la escuela nos permiten identificar cuales son aquellos que presentan
problemáticas de base familiar, lo cual se plasma en su expediente y ahí nos
basamos para<span style="mso-spacerun: yes;"> </span>atenderlos con las mejores
estrategias posibles para hacer frente a su problema. Además de que mantenemos
separados a los niños en dos grupos de acuerdo a su edad, y esto permite
también atenderlos en base a ella.</span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span lang="ES-MX" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%;">Atendemos
a niños con familias funcionales que se preocupan cada día porque ellos reciban
la mejor atención, además de que colaboran con nosotros para que el avance sea
mas significativo. Y nosotros nos damos cuenta que precisamente al trabajar en
conjunto padres y maestros y en ocasiones los psicólogos practicantes, los
niños se encuentran motivados en su educación y por lo tanto mejoran o avanzan
más rápidamente que aquellos con familias disfuncionales ante las cuales se
presentan problemas como: TDAH, agresividad, falta de higiene y como
consecuencia la falta de motivación y avances.</span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span lang="ES-MX" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%;">La
mamá se involucra más en la educación que recibe su hijo (a), pero ofrecemos
ESPPA para todas las familias, con el fin de orientarlos<span style="mso-spacerun: yes;"> </span>en el trato diario con sus hijos. Además en
ocasiones contamos con el apoyo<span style="mso-spacerun: yes;"> </span>de los
practicantes de psicología los cuales atienden comúnmente a niños con problemas
de base familiar.</span></div>
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<span lang="ES-MX" style="font-family: Symbol; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;"><img alt="*" height="13" src="file:///C:%5CUsers%5Cusuario%5CAppData%5CLocal%5CTemp%5Cmsohtmlclip1%5C02%5Cclip_image001.gif" width="13" /><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 lang="ES-MX" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%;">Entrevista #5</span></i></b></div>
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<span lang="ES-MX" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%;">Si,
la familia influye en la mayor parte dentro de los avances que pueda obtener el
alumno en cada una de su problemáticas.</span></div>
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<span lang="ES-MX" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%;">Nosotros
identificamos las problemáticas con base familiar gracias a las entrevistas con
los padres y la evaluación psicopedagógica, para posteriormente intervenir con
cada alumno atendiéndolo de la manera que lo requiere, esto depende del tipo de
problema a tratar.</span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span lang="ES-MX" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%;">Existen
familias funcionales y disfuncionales. Dentro de las disfuncionales tratamos a
niños con problemas de TDA, hiperactividad, problemas físicos, falta de higiene
personal, agresividad, entre otros.</span></div>
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<span lang="ES-MX" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%;">Para
atender a los alumnos nosotros requerimos del apoyo de la familia pero por lo
regular solo participa la mamá, ante ello ofrecemos platicas de escuela para
padre con el fin de orientarlos hacia una mejor educación para sus hijos.</span></div>
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<span lang="ES-MX" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%;">Consideras
muy importante el tener un psicólogo de base en esta escuela, debido a los
problemas que atendemos pero por ahora no contamos con uno, solo el apoyo
departe de los practicantes.</span></div>
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<a href="https://encrypted-tbn3.google.com/images?q=tbn:ANd9GcTYmXvRip81IDkReB8uaC2hnnvRRmWJeEy0SGlg40WZUJE3RNMx" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img alt="" border="0" class="rg_hi uh_hi" data-height="206" data-width="244" height="206" id="rg_hi" src="https://encrypted-tbn3.google.com/images?q=tbn:ANd9GcTYmXvRip81IDkReB8uaC2hnnvRRmWJeEy0SGlg40WZUJE3RNMx" style="height: 206px; width: 244px;" width="244" /></a></div>
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<br /></div>
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<b style="mso-bidi-font-weight: normal;"><span lang="ES-MX" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%;">RESULTADO GENERAL</span></b></div>
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<span lang="ES-MX" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%;">Las
entrevistas nos arrojan resultados acerca de la influencia de la familia para
el aprendizaje de los niños dentro de una escuela de educación especial situada
en Ciudad Guzmán Jalisco, desde el punto de vista de los docentes que ahí
laboran.</span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span lang="ES-MX" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%;">Las
cuales como resultado general nos dicen que la familia si tiene gran influencia
en los niños de la institución ya que requieren del apoyo y atención de sus
padres debido a los problemas o trastornos que cada uno de ellos presentan.
Aunque por otra parte consideran que esa influencia que tiene la familia, la
tienen también ellos como maestros, tanto para identificar la base de los
problemas con los cuales trabajaran por medio de evaluaciones psicopedagógicas
y entrevistas, como para saber como y cuales estrategias deben utilizar para
permitir que los niños mejoren durante su estancia en la escuela de educación
especial.</span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span lang="ES-MX" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%;">Además,
a parte de trabajar con los alumnos integran también la ESPPA (escuela para
padres) a través de la cual buscan orientar a los padres en la educación de sus
hijos. </span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span lang="ES-MX" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%;">Finalmente
se menciona que por el objetivo central de esta escuela, los maestros
consideran conveniente y necesario el<span style="mso-spacerun: yes;">
</span>hecho de tener un psicólogo profesional de planta, ya que solo cuentan
con practicantes que eventualmente les ayudan a tratar problemas con alguno de
los niños, y han observado que el hecho de involucrar a padres, apoyo
psicológico y ellos como maestros les traen resultados favorables a los
alumnos.</span></div>
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</div>ROCIOhttp://www.blogger.com/profile/13303425586518944759noreply@blogger.com0tag:blogger.com,1999:blog-967746256718816752.post-88935137279354622222012-03-21T21:42:00.002-07:002012-03-21T21:59:50.916-07:00"Artículos, investigaciones y documentos teóricos relacionados con la problematica""<div style="background-color: black;">
<b>MARISSA</b></div>
<div style="background-color: black;">
<b>BEATRIZ</b></div>
<div style="background-color: black;">
<b>MAYRA</b></div>
<div style="background-color: black;">
<br /></div>
<div style="background-color: black;">
<br /></div>
<div class="WordSection1" style="background-color: black;">
<div align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-margin-top-alt: auto; text-align: center;">
<b><span lang="ES-MX" style="color: #7030a0; font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;">“Participación de los padres de alumnos de educación
primaria en las actividades académicas de sus hijos”</span></b></div>
<div class="MsoNormal" style="color: #0b5394; line-height: 150%; margin-bottom: 0.0001pt; text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;">En México numerosos estudios han asociado el afecto de los padres sobre la
educación de sus hijos, es decir, el tiempo de dedicación a sus hijos y el
interés por conocer a sus maestros se relaciona claramente con la alta
autoestima del hijo, la cual, a su vez, estimula el esfuerzo escolar. Para la
mejora de la calidad de la educación es indispensable lograr una interacción entre
padres de familia y docentes.</span></div>
<div class="MsoNormal" style="color: #0b5394; line-height: 150%; text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;">Entre algunos
de los factores que se encuentran como mas sobresalientes para el rendimiento
escolar de un niño relacionado con la influencia de la familia encontramos: el
equipamiento básico en el hogar, acceso a medios de comunicación en los hogares,
escolaridad de los padres, porcentaje de alumnos cuyos padres tienen
expectativas de educación media superior o más, porcentaje de padres que tienen
el hábito de la lectura, índice de participación de los padres y porcentaje de
padres que participan en reuniones de padres de familia en la escuela. Esto
demuestra que existe una relación muy estrecha entre los resultados académicos
obtenidos por alumnos y el interés que la familia tenga hacia la educación de
su hijo.</span></div>
<div class="MsoNormal" style="color: #0b5394; line-height: 150%; text-align: justify;">
<span lang="ES-MX" style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;">El
Lic. Ángel Alberto Valdez Cuervo, es el autor de este articulo, sus datos
biográficos nos permiten darnos cuenta de que
es una persona preparada académicamente ablando y sobre todo muestra un
interés particular por la investigación de los temas de educación y los
procesos que intervienen en ella como
anteriormente se explico</span><span lang="ES-MX" style="font-family: "Arial","sans-serif"; font-size: 10pt; line-height: 150%;"> </span><span lang="ES-MX" style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;">alguno de ellos.</span></div>
</div>
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<span lang="ES-MX" style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;"><br clear="all" style="mso-break-type: section-break; page-break-before: auto;" />
</span>
</div>
<div style="background-color: black;">
<b style="mso-bidi-font-weight: normal;"><span lang="ES-MX" style="color: #7030a0; font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;"><br clear="all" style="mso-break-type: section-break; page-break-before: auto;" />
</span></b>
</div>
<div align="center" class="MsoNormal" style="background-color: black; line-height: 150%; text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span lang="ES-MX" style="color: #7030a0; font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;">“Colaboración de los padres en
educación infantil”</span></b></div>
<div class="MsoNormal" style="background-color: black; color: #0b5394; line-height: 150%; text-align: justify;">
<span lang="ES-MX" style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;">La autora Rosa María Remón Estévez se
inclina hacia la explicación de la importancia que tiene el hecho de que
diversos aspectos, contextos y personas se involucren en la educación de los
niños para que esta pueda consolidarse como educación de calidad. </span></div>
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<span lang="ES-MX" style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;">Nos habla en este articulo de que frecuentemente,
madres y padres se sienten incompetentes para aportar al niño los aprendizajes
y las vivencias que le son necesarias antes de su incorporación a la
escolaridad obligatoria. Pero que sin embargo es deseable e indispensable que
exista una constante conexión entre la escuela y la familia; ella sugiere que
los educadores busquen vías concretas a través de las cuales promuevan la
colaboración de padres hacia el ámbito educativo de sus hijos, pero sin dejar
creer a los padres que esto implica el cambiar su comportamiento o estilo de
relación con su hijo; por lo tanto su acercamiento debe ser gradual hasta consolidarse
familia-educación.</span></div>
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<span lang="ES-MX" style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;">Para
ello se marcan algunos aspectos o beneficios que se obtendrían de la relación
familia-escuela: aporta a padres y maestros experiencias enriquecedoras, supone
en determinados aspectos una ayuda para los profesores, es para los padres una
actividad formativa, facilita los procesos de adaptación y aprendizaje del niño,
etc. Según se ponga el acento en uno u otro aspecto, la participación de los
padres tendrá un sentido u otro.</span></div>
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<br /></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;">“La importancia del padre en la educación de los hijos”</span></b></div>
<div class="MsoNormal" style="background-color: black; color: #0b5394; line-height: 150%; text-align: justify;">
<span lang="ES-MX" style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;">Mónica Berstein es quien nos habla acerca de
esta temática, ella es directora de la carrera de educación parvularia en la
universidad de Andrés Bellos, se enfoca a realizar y revisar investigaciones
acerca de la importancia que tiene la familia para el desarrollo de los niños,
por lo tanto explica que cualquier manera en que los padres muestres interés
hacia sus hijos es significativa para su buen
mal desarrollo y desempeño en otros contextos y aspectos de su vida,
como lo es: la educación. Textualmente Berstein dice: “La familia es la
institución social fundamental en nuestra sociedad siendo uno de los contextos
principales para el desarrollo del niño. En ella los pequeños aprenden y
definen su rol social, comprende cómo son valorizadas sus características y
actividades lo que determina su autoestima como persona”.</span></div>
<div class="MsoNormal" style="background-color: black; color: #0b5394; line-height: 150%; text-align: justify;">
<span lang="ES-MX" style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;">Por lo tanto Mónica B. menciona que es
necesario establecer una relación de convivencia cercana ente ambos contextos
en el que los criterios educativos sean consensuados y compartidos por los padres
y la escuela, en la medida que esto se logre, el niño comprenderá que su vida
como escolar persigue los mismos fines que en el contexto familiar; esto le aportara
tranquilidad y seguridad.</span><br />
<br />
</div>
<div align="center" class="MsoNormal" style="background-color: black; line-height: 150%; text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span lang="ES-MX" style="color: #8064a2; font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;">“</span></b><b style="mso-bidi-font-weight: normal;"><span lang="ES-MX" style="color: #7030a0; font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;">Relaciones
entre el clima familiar y el fracaso escolar en la educación secundaria”</span></b><b style="mso-bidi-font-weight: normal;"><span lang="ES-MX" style="color: #8064a2; font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;"></span></b></div>
<div class="MsoNormal" style="background-color: black; color: #0b5394; line-height: 150%; text-align: justify;">
<span lang="ES-MX" style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;">Este
artículo es proporcionado por la maestra y psicopedagoga Antonia Lozano Díaz,
la cual dentro de un grupo de investigadores se dedica a realizar investigación
psicoeducativa y psicopedagógica en la universidad de Alemania. Por lo cual en
una de sus investigaciones personales ella nos habla acerca de esta temática, y
nos explica que la relación existente entre el fracaso escolar y los
determinantes familiares revelan que el nivel educativo de los padres no es el
componente familiar más influyente en el rendimiento sino que se trata de los
componentes del clima familiar; es decir, aunque una buena formación académica
de los padres y un ambiente cultural positivo favorecen el rendimiento escolar,
son las variables afectivas y relacionales las que destacan como factores de
apoyo o detrimento del rendimiento.</span></div>
<div class="MsoNormal" style="background-color: black; color: #0b5394; line-height: 150%; text-align: justify;">
<span lang="ES-MX" style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;">La
influencia del clima educativo familiar se define por el grado y estilo de
ayuda familiar a los hijos que viene determinado por los elementos del contexto
familiar, como la dinámica de relaciones de comunicación y afectivas, las
actitudes frente a los valores, las expectativas, etc.</span></div>
<div class="MsoNormal" style="background-color: black; color: #0b5394; line-height: 150%; text-align: justify;">
<span lang="ES-MX" style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;">La
condición educativa atribuida a la familia está fuera de toda duda y discusión,
siendo cada vez mayor la concienciación de la importancia del papel de los
progenitores en el progreso y desarrollo educativo de sus hijos.</span></div>
<div class="MsoNormal" style="background-color: black; color: #0b5394; line-height: 150%; text-align: justify;">
<br /></div>
<h1 align="center" style="background-color: black; line-height: 150%; text-align: center;">
<span lang="ES-MX" style="color: #7030a0; font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;">“El aprendizaje más significativo se da en el ambiente familiar”</span></h1>
<div class="MsoNormal" style="background-color: black; color: #0b5394; line-height: 150%; text-align: justify;">
<span class="email"><span lang="ES-MX" style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;">Rafael Lucio Gil</span></span><span lang="ES-MX" style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;">,
en este artículo nos habla de que uno de los espacios naturales más reconocidos
y aceptados en el mundo por las distintas culturas, con sus variantes, es la
familia como el nicho ecológico fundamental para la <span class="ilad">transmisión</span>
de valores y cultura. Sin embargo, aun siendo reconocida como algo fundamental de la sociedad, la realidad nos indica que tanto su constitución y
sostenibilidad como los roles que le corresponde <span class="ilad">jugar</span>
están siendo descuidados. Sabemos que toda persona, desde que nace, es educable
y está en construcción y desarrollo permanentes; es por ello que la familia es
el espacio preferencial de aprendizaje, en sus diversas formas.</span></div>
<div style="background-color: black; color: #0b5394; line-height: 150%; margin-bottom: 12pt; text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;">Desde
cualquier perspectiva que pudiéramos analizar a la familia, todas ellas apuntan
a proporcionar a los hijos e hijas, desde la más tierna infancia, un desarrollo
integral en el que se conjugan, de manera compleja, factores de origen
genético, psicológico, fisiológico, cultural, espiritual y social. Es por ello
que la sanidad de nuestra sociedad descansa fundamentalmente en la sanidad de
las familias que la componen, con los atributos y valores que las representan y
los saberes que reproducen.</span><br />
<a 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" 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" /></a><span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;"> </span></div>
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<br /></div>
<div align="center" class="MsoNormal" style="background: none repeat scroll 0% 0% rgb(0, 0, 0); line-height: 150%; margin-bottom: 12pt; text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span lang="ES-MX" style="color: #7030a0; font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;"> “<span style="background-color: black;">R</span></span></b><b><span style="color: #7030a0; font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;">elación entre el ambiente familiar y el estudio de
los hijos"</span></b><span style="color: #0b5394; font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;"> </span><br />
<span style="color: #0b5394; font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;">Bloom afirma que el ambiente
familiar influye en el rendimiento escolar tanto como la inteigencia del
estudiante.</span></div>
<div class="MsoNormal" style="background: none repeat scroll 0% 0% rgb(0, 0, 0); color: #0b5394; line-height: 150%; margin-bottom: 12pt; text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;">El profesor Le Gall estudió la
relación de las carencias afectivas y la conducta y motivaciones escolares.
Concluyó que los chicos que han sufrido una falta de afecto en la niñez se
sienten desanimados y le cuesta proponerse metas en el estudio, así como poner
esfuerzo para alcanzar unos rendimientos satisfactorios.</span><br />
<span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;">Los hijos que han sufrido la
separación y divorcio de sus padres suelen tener problemas emocionales que
generan con el tiempo estados de ansiedad, depresión, inseguridad personal,
desmotivación y hasta rechazo del estudio. Detrás de muchos fracasos escolares
hay un problema emocional creado por la situación irregular de la familia, o
por los celos entre los hermanos o por malos tratos familiares o por otras
causas relacionadas con el ambiente familiar.</span><br />
<span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;">Bond y Breuckner demostraron
que el ambiente desfavorable de la familia dificulta la corrección de las
dificultades del aprendizaje. En bastantes casos las dificultades de
comprensión lectora se resolvieron cuando mejoraron las condiciones de la
familia.</span><br />
<span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;">También influye en el interés
y motivación para el estudio por parte de los hijos, la actitud y los
comentarios de los padres sobre su trabajo profesional. Para que los chicos
estudien mucho y bien, necesitan el ejemplo de los padres y que se cuiden en la
familia aspectos como el uso de la televisión, la preparación de un lugar
adecuado de estudio, el apoyo de los padres a la hora de hacer los deberes y
fijar la hora de acostarse y levantarse por la mañana, entre otros factores.</span></div>
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<b><span lang="ES-MX" style="color: #7030a0; font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;">“La Influencia Del Entorno Familiar”</span></b></div>
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<span lang="ES-MX" style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;">La<b> </b>autora </span><span lang="ES-MX" style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;">Patricia Fuentes
Zavala</span><b><span lang="ES-MX" style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;"> </span></b><span lang="ES-MX" style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;">nos habla de algunos aspectos de la influencia
del entorno familiar que debemos tomar en cuenta para saber de qué manera puede
haber un aprendizaje significativo, como son:</span><b><span lang="ES-MX" style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;"></span></b></div>
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<span lang="ES-MX" style="font-family: Symbol; font-size: 10pt; line-height: 150%;">·<span style="font: 7pt "Times New Roman";">
</span></span><b style="mso-bidi-font-weight: normal;"><span lang="ES-MX" style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;">1</span></b><span lang="ES-MX" style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;">. ENTORNO FAMILIAR: Es el primer y más
importante espacio para el desarrollo social del niño. </span></div>
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<span lang="ES-MX" style="font-family: Symbol; font-size: 10pt; line-height: 150%;">·<span style="font: 7pt "Times New Roman";">
</span></span><b style="mso-bidi-font-weight: normal;"><span lang="ES-MX" style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;">2</span></b><span lang="ES-MX" style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;">. En la familia se encuentran los
modelos de aprendizaje para el desarrollo de habilidades necesarias para
afrontar las diversas situaciones que brinda el entorno. </span></div>
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<span lang="ES-MX" style="font-family: Symbol; font-size: 10pt; line-height: 150%;">·<span style="font: 7pt "Times New Roman";">
</span></span><b style="mso-bidi-font-weight: normal;"><span lang="ES-MX" style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;">3.</span></b><span lang="ES-MX" style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;"> TIPOS DE FAMILIA 1.- Estilo
Sobreprotector 2.- Estilo Permisivo 3.- Estilo Autoritario 4.- Estilo
Democrático </span></div>
<div class="MsoNormal" style="background-color: black; line-height: 150%; margin-left: 18.75pt; text-align: justify; text-indent: -18pt;">
<span lang="ES-MX" style="color: #0b5394; font-family: Symbol; font-size: 10pt; line-height: 150%;">·<span style="font: 7pt "Times New Roman";">
</span></span><b style="color: #0b5394;"><span lang="ES-MX" style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;">8.</span></b><span style="color: #0b5394; font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;"> DISCIPLINA: Son las reglas y normas de
comportamiento adecuado que los padres y madres establecen para sus hijos.</span><span lang="ES-MX" style="color: black; font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;"></span></div>
<div class="MsoNormal" style="background: none repeat scroll 0% 0% rgb(0, 0, 0); line-height: 150%; margin-bottom: 12pt; text-align: justify;">
<br /></div>
<div align="center" class="MsoNormal" style="background-color: black; line-height: 150%; margin-bottom: 0cm; text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span lang="ES-MX" style="color: #7030a0; font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;">“Influencia
de la familia en el proceso educativo”</span></b></div>
<div class="MsoNormal" style="background-color: black; color: #0b5394; line-height: 150%; margin-bottom: 0.0001pt; text-align: justify;">
<span lang="ES-MX" style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;">Los
padres atribuyen importancia a la educación desde sus visiones, expectativas y
significados, pero carecen de condiciones necesarias para impulsar el proceso;
sus prácticas educativas, recursos, hábitos, tiempo, responsabilidades son
limitados, lo cual es un obstáculo para el éxito en el aprendizaje de los
hijos.</span></div>
<div class="MsoNormal" style="background-color: black; color: #0b5394; line-height: 150%; margin-bottom: 0.0001pt; text-align: justify;">
<span lang="ES-MX" style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;">Las
autoras de esta investigación son Rosa Elena Espitia Carrascal y Marivel Montes
Rotela, Rosa Elena es administradora de comercio exterior, licenciada en
supervisión educativa, especialista en investigación aplicada a la educación,
especialista en gerencia de negocios internacionales, magíster en educación
suecaribe, profesora catedrática de la corporación universitaria del caribe,
mientras que Marivel Montes Rotel es afonoaudióloga, especialista en salud
familiar, magíster en educación sue caribe. Profesora asistente de la
universidad de sucre.</span></div>
<div class="MsoNormal" style="background-color: black; line-height: 150%; margin-bottom: 0cm; text-align: justify;">
<br /></div>
<div align="center" class="MsoNormal" style="background-color: black; line-height: 150%; margin-bottom: 0cm; text-align: center;">
<b><span lang="ES-MX" style="color: #7030a0; font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;">“Influencia
familiar en el rendimiento escolar en</span></b></div>
<div align="center" class="MsoNormal" style="background-color: black; line-height: 150%; text-align: center;">
<b><span lang="ES-MX" style="color: #7030a0; font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;">Niños de primaria”</span></b></div>
<div class="MsoNormal" style="background-color: black; color: #0b5394; line-height: 150%; margin-bottom: 0.0001pt; text-align: justify;">
<span lang="ES-MX" style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;">Los
padres apoyan a sus hijos con las tareas escolares de manera poco frecuente,
así mismo no destinan un espacio y tiempo a los pequeños para realizar sus
tareas, como tampoco mantienen buena comunicación con los profesores pues solo
asisten a la escuela a firmar boletas y no a preguntar sobre el desempeño
escolar de sus hijos, a lo que respecta a las actividades complementarias los
padres no proporcionan el tiempo a sus hijos para poner ejercicios extras, pero
solo algunas veces repasan con sus hijos lo que estos ven en la escuela, así
pues estas relaciones padres e hijos se encuentran inmersos dentro del estilo
de crianza permisivo y negligente que son propuestos por Baumrind (2004), ya
los padres son poco exigentes y no atienden a las necesidades de sus pequeños.</span><span lang="ES-MX" style="background: none repeat scroll 0% 0% rgb(204, 204, 204); font-family: "Arial","sans-serif"; font-size: 13.5pt; line-height: 150%;"> </span><span lang="ES-MX" style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;"></span></div>
<div class="MsoNormal" style="background-color: black; line-height: 150%; margin-bottom: 0cm; text-align: justify;">
<span lang="ES-MX" style="color: #0b5394; font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;">Este
artículo fue investigado en la Universidad Autónoma del Estado de Hidalgo, por
las autoras Norma Salazar
Flores, Lorena López Sánchez y Mucio A. Romero Ramírez</span><span lang="ES-MX" style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;"></span></div>
<div class="MsoNormal" style="background-color: black; line-height: 150%; margin-bottom: 0cm; text-align: justify;">
<br /></div>
<div style="background-color: black; line-height: 150%; margin-bottom: 12pt; text-align: justify;">
<map name="MicrosoftOfficeMap0"><area coords="65, 0, 1, 103, 112, 172, 176, 69, 65, 0" href="http://www.google.com.mx/imgres?q=imagenes+papas+ayudando+a+sus+hijos+hacer+su+tarea&hl=es&biw=1366&bih=639&tbm=isch&tbnid=FAVX-1PyP1MuXM:&imgrefurl=http://pubs.niaaa.nih.gov/publications/MakeADiff_SpanHTML/MakeDiffSpan.htm&docid=96oUr22IIuutZM&imgurl=http://pubs.niaaa.nih.gov/publications/MakeADiff_SpanHTML/father_son.jpg&w=350&h=421&ei=cmpqT_TqNK7isQK8hpjkBQ&zoom=1&iact=hc&dur=139&sig=111226868063621337507&page=1&tbnh=139&tbnw=104&start=0&ndsp=20&ved=1t:429,r:3,s:0&tx=100&ty=115&vpx=601&vpy=124&hovh=246&hovw=205" shape="Polygon"></area></map><b style="mso-bidi-font-weight: normal;"><span style="color: #7030a0; font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;"> La influencia del ambiente familiar</span></b></div>
<div class="MsoNormal" style="background-color: black; color: #0b5394; line-height: 150%; margin-bottom: 12pt; text-align: justify;">
<span lang="ES-MX" style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;">El profesor y pedagogo José María Lahoz
García, en este artículo se enfoca en el ambiente familiar y su influencia con
el aprendizaje, dice que el ambiente
familiar influye de manera decisiva en nuestra personalidad y las
relaciones entre los miembros de la casa determinan valores, afectos, actitudes
y modos de ser que el niño va asimilando desde que nace. Por eso, la vida en
familia es un eficaz medio educativo al que debemos dedicar tiempo y esfuerzo.
La escuela complementará la tarea, pero en ningún caso sustituirá a los padres.
</span><span lang="ES-MX" style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;"></span></div>
<div class="MsoNormal" style="background-color: black; color: #0b5394; line-height: 150%; text-align: justify;">
<span lang="ES-MX" style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;">El ambiente familiar es el conjunto de relaciones
que se establecen entre los miembros de la familia que comparten el mismo
espacio. Cada familia vive y participa en estas relaciones de una manera
particular, de ahí que cada una desarrolle unas peculiaridades propias que le
diferencian de otras familias. Pero el ambiente familiar, sea como sea la
familia, tiene unas funciones educativas y afectivas muy importantes, ya que
partimos de la base de que los padres tienen una gran influencia en el
comportamiento de sus hijos y que este comportamiento es aprendido en el seno
de la familia </span></div>
<div class="MsoNormal" style="line-height: 150%; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<span lang="ES-MX" style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;"><span style="background-color: black; color: #0b5394;">Para que el ambiente familiar pueda influir
correctamente a los niños que viven en su seno, es fundamental que los
siguientes elementos tengan una presencia importante y que puedan disfrutar del
suficiente espacio: Amor, autoridad participativa,
intención de servicio, trato positivo y tiempo de convivencia.</span><a href="http://www.blogger.com/blogger.g?blogID=967746256718816752" name="_GoBack"></a></span></div>ROCIOhttp://www.blogger.com/profile/13303425586518944759noreply@blogger.com0tag:blogger.com,1999:blog-967746256718816752.post-6624413226318171482012-02-28T20:54:00.000-08:002012-02-28T20:58:56.758-08:00ESQUEMA DE TRABAJO PARA PROPUESTA DE MEJORA<br />
<div align="right" class="MsoNormal" style="text-align: right;">
<span lang="ES-MX" style="font-size: 8pt; line-height: 115%;">
</span><b style="mso-bidi-font-weight: normal;"><span lang="ES-MX" style="font-family: "Cambria","serif"; font-size: 10pt; line-height: 115%;">ACTIVIDAD INTEGRADORA 1</span></b></div>
<div align="right" class="MsoNormal" style="text-align: right;">
<b style="mso-bidi-font-weight: normal;"><span lang="ES-MX" style="font-family: "Cambria","serif"; font-size: 10pt; line-height: 115%;">INTEGRANTES DEL EQUIPO: </span></b></div>
<div align="right" class="MsoNormal" style="text-align: right;">
<span lang="ES-MX" style="font-family: "Cambria","serif"; font-size: 9pt; line-height: 115%;">BEATRIZ DEL ROCIO DÁVILA MARTÍNEZ</span></div>
<div align="right" class="MsoNormal" style="text-align: right;">
<span lang="ES-MX" style="font-family: "Cambria","serif"; font-size: 9pt; line-height: 115%;">
MARISSA ACEVES MEDINA</span></div>
<div align="right" class="MsoNormal" style="text-align: right;">
<span lang="ES-MX" style="font-family: "Cambria","serif"; font-size: 9pt; line-height: 115%;"> MAYRA GUADALUPE RIVERA SANCHEZ</span></div>
<div align="right" class="MsoNormal" style="text-align: right;">
<br /></div>
<table border="1" cellpadding="0" cellspacing="0" class="MsoNormalTable" style="border-collapse: collapse; border: medium none; margin-left: -1.7pt; width: 592px;">
<tbody>
<tr style="background-color: black; color: magenta; height: 11.8pt;">
<td colspan="2" style="border-bottom: solid #8064A2 2.25pt; border: solid #8064A2 1.0pt; height: 11.8pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 444.25pt;" valign="top" width="592"><div align="center" class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; mso-outline-level: 4; text-align: center;">
<span style="color: #0b5394; font-size: large;"><b><span lang="ES-MX" style="font-family: "Cambria","serif";">“ESQUEMA DE TRABAJO PARA PROPUESTA DE MEJORA”</span></b></span><b><span lang="ES-MX" style="font-family: "Times New Roman","serif"; font-size: 12pt;"></span></b></div>
</td>
</tr>
<tr style="height: 9.65pt; mso-yfti-irow: 1;">
<td style="background: none repeat scroll 0% 0% rgb(0, 0, 0); border: 1pt solid rgb(128, 100, 162); color: magenta; height: 9.65pt; padding: 0cm 5.4pt; width: 148.85pt;" valign="top" width="198"><div align="center" class="MsoNormal" style="color: cyan; line-height: normal; text-align: center;">
<b><span lang="ES-MX" style="font-family: "Times New Roman","serif"; font-size: 12pt;">¿QUÉ ESTRATEGIA SE UTILIZA?</span></b></div>
<div align="center" class="MsoNormal" style="line-height: normal; text-align: center;">
<br /></div>
</td>
<td style="background: none repeat scroll 0% 0% rgb(0, 0, 0); border-color: -moz-use-text-color rgb(128, 100, 162) rgb(128, 100, 162) -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; color: cyan; height: 9.65pt; padding: 0cm 5.4pt; width: 295.4pt;" valign="top" width="394"><div align="center" class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; mso-outline-level: 4; text-align: center;">
<b><span lang="ES-MX" style="font-family: "Times New Roman","serif"; font-size: 12pt;">¿DE QUÉ MANERA SE INTERVIENE?</span></b></div>
</td>
</tr>
<tr style="height: 21.2pt; mso-yfti-irow: 2;">
<td style="-moz-border-bottom-colors: none; -moz-border-image: none; -moz-border-left-colors: none; -moz-border-right-colors: none; -moz-border-top-colors: none; background-color: black; border-color: -moz-use-text-color rgb(128, 100, 162) rgb(128, 100, 162); border-style: none solid solid; border-width: medium 1pt 1pt; color: magenta; height: 21.2pt; padding: 0cm 5.4pt; width: 148.85pt;" valign="top" width="198"><div class="MsoListParagraphCxSpFirst" style="line-height: 150%; margin-left: 18.0pt; mso-add-space: auto; mso-list: l2 level1 lfo4; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; mso-outline-level: 4; text-align: justify; text-indent: -18.0pt;">
<b style="mso-bidi-font-weight: normal;"><span lang="ES-MX" style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;">a)<span style="font: 7pt "Times New Roman";"> </span></span></b><span lang="ES-MX" style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;">Aunar
esfuerzos y acordar compromisos entre maestros, padres de familia y
alumno</span><span lang="ES-MX" style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;"></span></div>
</td>
<td style="background-color: black; border-color: -moz-use-text-color rgb(128, 100, 162) rgb(128, 100, 162) -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; color: magenta; height: 21.2pt; padding: 0cm 5.4pt; width: 295.4pt;" valign="top" width="394"><div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 18.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-layout-grid-align: none; mso-list: l1 level1 lfo1; text-align: justify; text-autospace: none; text-indent: -18.0pt;">
<span lang="ES-MX" style="font-family: Symbol; font-size: 12pt; line-height: 150%;"><img alt="*" height="13" src="file:///C:/Users/usuario/AppData/Local/Temp/msohtmlclip1/01/clip_image001.png" width="13" /><span style="font: 7pt "Times New Roman";">
</span></span><span lang="ES-MX" style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;">Incorporen a la familia
como interlocutor válido en el proceso educativo delos niños y las niñas.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 18.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-layout-grid-align: none; mso-list: l1 level1 lfo1; text-align: justify; text-autospace: none; text-indent: -18.0pt;">
<span lang="ES-MX" style="font-family: Symbol; font-size: 12pt; line-height: 150%;"><img alt="*" height="13" src="file:///C:/Users/usuario/AppData/Local/Temp/msohtmlclip1/01/clip_image001.png" width="13" /><span style="font: 7pt "Times New Roman";">
</span></span><span lang="ES-MX" style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;">Mantengan informada a la
familia de los logros que alcanzan los niños en su experiencia escolar.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 18.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-layout-grid-align: none; mso-list: l1 level1 lfo1; text-align: justify; text-autospace: none; text-indent: -18.0pt;">
<span lang="ES-MX" style="font-family: Symbol; font-size: 12pt; line-height: 150%;"><img alt="*" height="13" src="file:///C:/Users/usuario/AppData/Local/Temp/msohtmlclip1/01/clip_image001.png" width="13" /><span style="font: 7pt "Times New Roman";">
</span></span><span lang="ES-MX" style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;">Incentiven la
participación de la familia en actividades escolares y de apoyo a las
unidades educativas.</span></div>
<div class="MsoListParagraphCxSpLast" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 18.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-layout-grid-align: none; mso-list: l1 level1 lfo1; text-align: justify; text-autospace: none; text-indent: -18.0pt;">
<span lang="ES-MX" style="font-family: Symbol; font-size: 12pt; line-height: 150%;"><img alt="*" height="13" src="file:///C:/Users/usuario/AppData/Local/Temp/msohtmlclip1/01/clip_image001.png" width="13" /><span style="font: 7pt "Times New Roman";">
</span></span><span lang="ES-MX" style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;">Posibiliten identificar y
reconocer la disponibilidad de recursos en el hogar para estimular el apoyo a
los procesos de enseñanza y aprendizaje.</span></div>
</td>
</tr>
<tr style="height: 21.2pt; mso-yfti-irow: 3;">
<td style="-moz-border-bottom-colors: none; -moz-border-image: none; -moz-border-left-colors: none; -moz-border-right-colors: none; -moz-border-top-colors: none; background: none repeat scroll 0% 0% rgb(0, 0, 0); border-color: -moz-use-text-color rgb(128, 100, 162) rgb(128, 100, 162); border-style: none solid solid; border-width: medium 1pt 1pt; color: magenta; height: 21.2pt; padding: 0cm 5.4pt; width: 148.85pt;" valign="top" width="198"><div class="MsoListParagraph" style="line-height: 150%; margin-left: 18.0pt; mso-add-space: auto; mso-list: l2 level1 lfo4; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; mso-outline-level: 4; text-align: justify; text-indent: -18.0pt;">
<b style="mso-bidi-font-weight: normal;"><span lang="ES-MX" style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;">b)<span style="font: 7pt "Times New Roman";"> </span></span></b><span lang="ES-MX" style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;">La coordinación, alianza, entendimiento y
encuentro entre escuela y familia.</span><span lang="ES-MX" style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;"></span></div>
</td>
<td style="background: none repeat scroll 0% 0% rgb(0, 0, 0); border-color: -moz-use-text-color rgb(128, 100, 162) rgb(128, 100, 162) -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; color: magenta; height: 21.2pt; padding: 0cm 5.4pt; width: 295.4pt;" valign="top" width="394"><div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;">
<span lang="ES-MX" style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;">Que permita crear las condiciones para
que niños y niñas de sectores populares puedan desarrollarse en un sano clima
afectivo, social, cultural y escolar.</span><span lang="ES-MX" style="font-family: "Arial","sans-serif";"></span></div>
</td>
</tr>
<tr style="height: 6.95pt; mso-yfti-irow: 4;">
<td style="-moz-border-bottom-colors: none; -moz-border-image: none; -moz-border-left-colors: none; -moz-border-right-colors: none; -moz-border-top-colors: none; background-color: black; border-color: -moz-use-text-color rgb(128, 100, 162) rgb(128, 100, 162); border-style: none solid solid; border-width: medium 1pt 1pt; color: magenta; height: 6.95pt; padding: 0cm 5.4pt; width: 148.85pt;" valign="top" width="198"><div class="MsoListParagraphCxSpFirst" style="line-height: 150%; margin-left: 18.0pt; mso-add-space: auto; mso-list: l2 level1 lfo4; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; mso-outline-level: 4; text-align: justify; text-indent: -18.0pt;">
<b><span lang="ES-MX" style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;">c)<span style="font: 7pt "Times New Roman";">
</span></span></b><span lang="ES-MX" style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;">Realización
de talleres de familia. </span></div>
</td>
<td style="background-color: black; border-color: -moz-use-text-color rgb(128, 100, 162) rgb(128, 100, 162) -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; color: magenta; height: 6.95pt; padding: 0cm 5.4pt; width: 295.4pt;" valign="top" width="394"><div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 18.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-layout-grid-align: none; mso-list: l3 level1 lfo3; text-align: justify; text-autospace: none; text-indent: -18.0pt;">
<span lang="ES-MX" style="font-family: Symbol; font-size: 12pt; line-height: 150%;"><img alt="*" height="13" src="file:///C:/Users/usuario/AppData/Local/Temp/msohtmlclip1/01/clip_image001.png" width="13" /><span style="font: 7pt "Times New Roman";">
</span></span><span lang="ES-MX" style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;">Durante el taller se
buscara el origen (por medio de información que se obtendrá de los
padres/familia) de los problemas de aprendizaje que presenta el niño y que no
pueden ser explicados por medio de teorías o explicaciones fisiológicas o
cognitivas. </span></div>
<div class="MsoListParagraphCxSpLast" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 18.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-layout-grid-align: none; mso-list: l3 level1 lfo3; text-align: justify; text-autospace: none; text-indent: -18.0pt;">
<span lang="ES-MX" style="font-family: Symbol; font-size: 12pt; line-height: 150%;"><img alt="*" height="13" src="file:///C:/Users/usuario/AppData/Local/Temp/msohtmlclip1/01/clip_image001.png" width="13" /><span style="font: 7pt "Times New Roman";">
</span></span><span lang="ES-MX" style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;">Después de identificar que
el origen del problema se encuentra en la familia, se apoyara con diversas
estrategias de convivencia y apoyo hacia los hijos para aumentar su
rendimiento escolar. </span></div>
</td>
</tr>
<tr style="height: 7.3pt; mso-yfti-irow: 5;">
<td style="-moz-border-bottom-colors: none; -moz-border-image: none; -moz-border-left-colors: none; -moz-border-right-colors: none; -moz-border-top-colors: none; background: none repeat scroll 0% 0% rgb(0, 0, 0); border-color: -moz-use-text-color rgb(128, 100, 162) rgb(128, 100, 162); border-style: none solid solid; border-width: medium 1pt 1pt; color: magenta; height: 7.3pt; padding: 0cm 5.4pt; width: 148.85pt;" valign="top" width="198"><div class="MsoListParagraphCxSpFirst" style="line-height: 150%; margin-left: 18.0pt; mso-add-space: auto; mso-list: l2 level1 lfo4; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; mso-outline-level: 4; text-align: justify; text-indent: -18.0pt;">
<b style="mso-bidi-font-weight: normal;"><span lang="ES-MX" style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;">d)<span style="font: 7pt "Times New Roman";"> </span></span></b><span lang="ES-MX" style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;">Identificación
del grupo objetivo.</span><span lang="ES-MX" style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;"></span></div>
</td>
<td style="background: none repeat scroll 0% 0% rgb(0, 0, 0); border-color: -moz-use-text-color rgb(128, 100, 162) rgb(128, 100, 162) -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; color: magenta; height: 7.3pt; padding: 0cm 5.4pt; width: 295.4pt;" valign="top" width="394"><div class="MsoListParagraphCxSpLast" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 18.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-layout-grid-align: none; mso-list: l0 level1 lfo2; text-align: justify; text-autospace: none; text-indent: -18.0pt;">
<span lang="ES-MX" style="font-family: Symbol; font-size: 12pt; line-height: 150%;"><img alt="*" height="13" src="file:///C:/Users/usuario/AppData/Local/Temp/msohtmlclip1/01/clip_image001.png" width="13" /><span style="font: 7pt "Times New Roman";">
</span></span><span lang="ES-MX" style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;">Confeccionar una lista de
situaciones problemáticas detectadas en la escuela, incluyendo los datos de
los niños y las niñas involucrados.</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;">
<br /></div>
<div class="MsoListParagraph" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 18.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-layout-grid-align: none; mso-list: l0 level1 lfo2; text-align: justify; text-autospace: none; text-indent: -18.0pt;">
<span lang="ES-MX" style="font-family: Symbol; font-size: 12pt; line-height: 150%;"><img alt="*" height="13" src="file:///C:/Users/usuario/AppData/Local/Temp/msohtmlclip1/01/clip_image001.png" width="13" /><span style="font: 7pt "Times New Roman";">
</span></span><span lang="ES-MX" style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;">Priorizar la situación por
la que se demandará intervención, identificando y seleccionando a los niños y
las niñas con los que se trabajará.</span></div>
</td>
</tr>
<tr style="height: 7.3pt; mso-yfti-irow: 6;">
<td style="-moz-border-bottom-colors: none; -moz-border-image: none; -moz-border-left-colors: none; -moz-border-right-colors: none; -moz-border-top-colors: none; background-color: black; border-color: -moz-use-text-color rgb(128, 100, 162) rgb(128, 100, 162); border-style: none solid solid; border-width: medium 1pt 1pt; color: magenta; height: 7.3pt; padding: 0cm 5.4pt; width: 148.85pt;" valign="top" width="198"><div class="MsoListParagraphCxSpFirst" style="line-height: 150%; margin-left: 18.0pt; mso-add-space: auto; mso-list: l2 level1 lfo4; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; mso-outline-level: 4; text-align: justify; text-indent: -18.0pt;">
<b><span lang="ES-MX" style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;">e)<span style="font: 7pt "Times New Roman";"> </span></span></b><span lang="ES-MX" style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;">Atención
profesional a los alumnos.</span></div>
</td>
<td style="background-color: black; border-color: -moz-use-text-color rgb(128, 100, 162) rgb(128, 100, 162) -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; color: magenta; height: 7.3pt; padding: 0cm 5.4pt; width: 295.4pt;" valign="top" width="394"><div class="MsoListParagraphCxSpLast" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 18.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-layout-grid-align: none; mso-list: l0 level1 lfo2; text-align: justify; text-autospace: none; text-indent: -18.0pt;">
<span lang="ES-MX" style="font-family: Symbol; font-size: 12pt; line-height: 150%;"><img alt="*" height="13" src="file:///C:/Users/usuario/AppData/Local/Temp/msohtmlclip1/01/clip_image001.png" width="13" /><span style="font: 7pt "Times New Roman";">
</span></span><span lang="ES-MX" style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;">Se entiende como el hecho
de la recepción de atención psicológica a aquellos niños que presentan
problemáticas escolares debido al ambiente familiar. Esto podría darse de
manera individual o familiar.</span></div>
</td>
</tr>
<tr style="height: 7.3pt; mso-yfti-irow: 7; mso-yfti-lastrow: yes;">
<td style="-moz-border-bottom-colors: none; -moz-border-image: none; -moz-border-left-colors: none; -moz-border-right-colors: none; -moz-border-top-colors: none; background: none repeat scroll 0% 0% rgb(0, 0, 0); border-color: -moz-use-text-color rgb(128, 100, 162) rgb(128, 100, 162); border-style: none solid solid; border-width: medium 1pt 1pt; color: magenta; height: 7.3pt; padding: 0cm 5.4pt; width: 148.85pt;" valign="top" width="198"><div class="MsoListParagraph" style="line-height: 150%; margin-left: 18.0pt; mso-add-space: auto; mso-list: l2 level1 lfo4; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; mso-outline-level: 4; text-align: justify; text-indent: -18.0pt;">
<b style="mso-bidi-font-weight: normal;"><span lang="ES-MX" style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;">f)<span style="font: 7pt "Times New Roman";"> </span></span></b><span lang="ES-MX" style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;">La familia al involucrarse y prepararse mejor como
educadora.</span><span lang="ES-MX" style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;"></span></div>
</td>
<td style="background: none repeat scroll 0% 0% rgb(0, 0, 0); border-color: -moz-use-text-color rgb(128, 100, 162) rgb(128, 100, 162) -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; color: magenta; height: 7.3pt; padding: 0cm 5.4pt; width: 295.4pt;" valign="top" width="394"><div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;">
<span lang="ES-MX" style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;">Desarrollen habilidades como guías y
mediadores del aprendizaje de sus niños, facilitando la formación de hábitos
de estudios, la organización y el tiempo para su trabajo escolar, y
adecuándoles un lugar para trabajar.</span><span lang="ES-MX" style="font-family: "Arial","sans-serif";"></span></div>
</td>
</tr>
</tbody></table>
<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; mso-outline-level: 4;">
<br /></div>ROCIOhttp://www.blogger.com/profile/13303425586518944759noreply@blogger.com0tag:blogger.com,1999:blog-967746256718816752.post-50456215545555750142012-02-24T18:57:00.000-08:002012-02-24T18:57:45.897-08:00INFLUENCIA DEL AMBIENTE FAMILIAR PARA EL APRENDIZAJE DEL NIÑO<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiNF3Byl_ObyAvjtns99LY1ceaBEwhIiqAemhyU-6plFq6ohdCvsBABzCJ3V9B7HtkYaSFT6QUvbptC4eLpKNDKYh-VQT6EMNfI79ZGYHUW2nl3_HCWpaIZsj71JY-iM4jbN7BIU2tLoCg/s1600/tarea..jpg" imageanchor="1" style="clear: right; cssfloat: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" lda="true" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiNF3Byl_ObyAvjtns99LY1ceaBEwhIiqAemhyU-6plFq6ohdCvsBABzCJ3V9B7HtkYaSFT6QUvbptC4eLpKNDKYh-VQT6EMNfI79ZGYHUW2nl3_HCWpaIZsj71JY-iM4jbN7BIU2tLoCg/s1600/tarea..jpg" /></a></div><span style="font-family: Georgia, "Times New Roman", serif; font-size: large;">Sin duda alguna la familia es la parte mas importante para cualquier ser humano dentro de la infancia, ya que en gran medida el niño depende de sus padres para la realización de diversas actividades y toma de decisiones; aunque no solo necesitan de ellos sino que el cariño y apoyo de sus hermanos o demás familiares cercanos construyen la seguridad, comportamientos, conocimientos y valores que en gran parte constituiran la personalidad del niño durante su infancia y edades posteriores.</span><br />
<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg3x7altpdMis26NoyTVcSrRa1TAbJS35voCZLyDvky1ozjtAAnKNm5EZOwQtytX6bEP7qROVbIGgSEOLUFjpJJPn1hEx0JN6Q33xZhOoyzZjKQhBPVbEYHL3wpA3icknlc8YKmGC09vJo/s1600/tarea.jpg" imageanchor="1" style="clear: left; cssfloat: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" lda="true" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg3x7altpdMis26NoyTVcSrRa1TAbJS35voCZLyDvky1ozjtAAnKNm5EZOwQtytX6bEP7qROVbIGgSEOLUFjpJJPn1hEx0JN6Q33xZhOoyzZjKQhBPVbEYHL3wpA3icknlc8YKmGC09vJo/s1600/tarea.jpg" /></a></div><span style="font-size: large;">Por lo tanto, aunque hay una variedad de determinantes bio-psico-sociales para el aprendizaje del niño, debemos tomar en cuenta que uno de los que mas influencia ejerce es el ambiente familiar, y por ende se derivan diversas problematicas que contribuyen para que a nivel academico el niño se vea perjudicado gracias a su familia, y esto se refleja desde la conducta que presenta hasta su rapido o lento aprendizaje en la escuela. </span><br />
<span style="font-size: large;">Hoy en día se encuentran con mayor frecuencia las familias disfuncionales o falta de atención e interes hacia los hijos, es por ello que esta tematica pretende conocer que tanto afectan estos aspectos para el desembolvimiento, desempeño y obtención de conocimientos escolares en los infantes.</span>ROCIOhttp://www.blogger.com/profile/13303425586518944759noreply@blogger.com0