tag:blogger.com,1999:blog-15753813109720658722024-02-20T04:48:35.117-08:00NIÑOS CREATIVOSmaria isabelhttp://www.blogger.com/profile/01357840141422620886noreply@blogger.comBlogger2125tag:blogger.com,1999:blog-1575381310972065872.post-11430419827845473052013-05-03T05:20:00.003-07:002013-05-03T05:21:28.980-07:00CONTENIDOS PROGRAMATICOS Año 2012-2013<h2>
<i>SEÑORES REPRESENTANTES: A continuación publicamos los los CONTENIDOS
PROGRAMATICOS correspondientes a este año escolar a fin de que usted con
tiempo chequee lo que su representado va logrando y lo que le queda por
aprender para este año escolar y asi puedan ayudarlos a superar
dificultades.</i></h2>
<h2>
<i> </i></h2>
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" />
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<span style="mso-spacerun: yes;"> <b>
</b></span><b><span style="mso-spacerun: yes;"> </span></b></div>
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<b><span style="color: black; font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%; mso-themecolor: text1;"><span style="mso-spacerun: yes;"> </span><span style="mso-spacerun: yes;"> </span>CONTENIDOS PRIMER GRADO<span style="mso-spacerun: yes;"> </span>AÑO ESCOLAR 2012-2013</span><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;"></span></b></div>
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<b><span style="color: black; font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%; mso-themecolor: text1;">AREAS DE APRENDIZAJE:</span></b></div>
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<b><span style="color: black; font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%; mso-themecolor: text1;">(LENGUAJE, COMUNICACIÓN Y CULTURA)</span></b></div>
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</div>
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<b><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">I
LAPSO</span></b></div>
<div class="MsoListParagraphCxSpFirst" style="mso-list: l7 level1 lfo1; text-align: justify; text-indent: -18.0pt;">
<span style="font-family: Symbol; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">Identificación, reconocimiento y uso del
abecedario.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l7 level1 lfo1; text-align: justify; text-indent: -18.0pt;">
<span style="font-family: Symbol; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">Ejercicios de apresto.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l7 level1 lfo1; text-align: justify; text-indent: -18.0pt;">
<span style="font-family: Symbol; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">Reconocimiento de los elementos del discurso:
conversación, saludo, agradecimiento y solicitud de ayuda para comprender un
tema.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l7 level1 lfo1; text-align: justify; text-indent: -18.0pt;">
<span style="font-family: Symbol; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">Identificación y práctica de normas sociales
de convivencia (el respeto del turno de palabra, expresión de ideas,
sentimientos, normas del buen oyente.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l7 level1 lfo1; text-align: justify; text-indent: -18.0pt;">
<span style="font-family: Symbol; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">Seguimientos de instrucciones en hábitos.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l7 level1 lfo1; text-align: justify; text-indent: -18.0pt;">
<span style="font-family: Symbol; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">Seguimientos de instrucciones orales al
realizar diversas actividades.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l7 level1 lfo1; text-align: justify; text-indent: -18.0pt;">
<span style="font-family: Symbol; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">Elaboración de dibujos secuenciados para la
obtención de la noción de tiempo y espacio. </span></div>
<div class="MsoListParagraphCxSpMiddle" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;"><span style="mso-spacerun: yes;"> <b>
</b></span><b>II LAPSO</b></span></div>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l1 level1 lfo2; text-align: justify; text-indent: -18.0pt;">
<span style="font-family: Symbol; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">Identificación de imágenes.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l1 level1 lfo2; text-align: justify; text-indent: -18.0pt;">
<span style="font-family: Symbol; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">Decodificación de símbolos para darle
significado como palabras.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l1 level1 lfo2; text-align: justify; text-indent: -18.0pt;">
<span style="font-family: Symbol; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">Lectura y escritura de imágenes.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l1 level1 lfo2; text-align: justify; text-indent: -18.0pt;">
<span style="font-family: Symbol; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">Desarrollo de prácticas para el
enriquecimiento del vocabulario.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l1 level1 lfo2; text-align: justify; text-indent: -18.0pt;">
<span style="font-family: Symbol; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">Uso de las mayúsculas y las minúsculas.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l1 level1 lfo2; text-align: justify; text-indent: -18.0pt;">
<span style="font-family: Symbol; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">Seguimiento de instrucciones orales al
realizar diversas actividades.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l1 level1 lfo2; text-align: justify; text-indent: -18.0pt;">
<span style="font-family: Symbol; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">Identificación, práctica y reconocimiento de
los signos de puntuación.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l1 level1 lfo2; text-align: justify; text-indent: -18.0pt;">
<span style="font-family: Symbol; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">Identificación, ejercitación, separación de
palabras en silaba y clasificación de las palabras según el número de silabas.</span></div>
<div class="MsoListParagraphCxSpLast" style="mso-list: l1 level1 lfo2; text-align: justify; text-indent: -18.0pt;">
<span style="font-family: Symbol; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">Identificación, reconocimiento y uso del
abecedario.</span></div>
<div class="MsoNormal">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;"><span style="mso-spacerun: yes;"> <b>
</b></span><b>III LAPSO</b></span></div>
<div class="MsoListParagraphCxSpFirst" style="mso-list: l4 level1 lfo10; text-align: justify; text-indent: -18.0pt;">
<span style="font-family: Symbol; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">Descubrimiento del sistema alfabético convencional:
género y número.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 39.15pt; mso-add-space: auto; mso-list: l2 level1 lfo3; text-align: justify; text-indent: -18.0pt;">
<span style="font-family: Symbol; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">Identificación y reconocimiento de la parte
de la oración (sujeto, verbo y predicado).</span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 39.15pt; mso-add-space: auto; mso-list: l2 level1 lfo3; text-align: justify; text-indent: -18.0pt;">
<span style="font-family: Symbol; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">Escritura de frases y oraciones sencillas.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 39.15pt; mso-add-space: auto; mso-list: l2 level1 lfo3; text-align: justify; text-indent: -18.0pt;">
<span style="font-family: Symbol; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">Conocimiento y practica de adivinanzas,
trabalenguas y cuentos.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 39.15pt; mso-add-space: auto; mso-list: l2 level1 lfo3; text-align: justify; text-indent: -18.0pt;">
<span style="font-family: Symbol; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">Seguimiento de instrucciones orales al
realizar diversas actividades.</span></div>
<div class="MsoListParagraphCxSpLast" style="margin-left: 39.15pt; mso-add-space: auto; mso-list: l2 level1 lfo3; text-align: justify; text-indent: -18.0pt;">
<span style="font-family: Symbol; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">Reconocimiento y diferenciación en los
sinónimos y antónimos.</span></div>
<div class="MsoNormal" style="text-align: justify;">
</div>
<div align="center" class="MsoListParagraphCxSpFirst" style="text-align: center;">
<b><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">AREAS
DE APRENDIZAJE</span></b></div>
<div align="center" class="MsoListParagraphCxSpMiddle" style="text-align: center;">
<b><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">(MATEMATICA,
CIENCIAS NATURALES Y SOCIEDAD).</span></b></div>
<div align="center" class="MsoListParagraphCxSpMiddle" style="text-align: center;">
</div>
<div align="center" class="MsoListParagraphCxSpMiddle" style="text-align: center;">
</div>
<div align="center" class="MsoListParagraphCxSpMiddle" style="text-align: center;">
<b><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">I
LAPSO</span></b></div>
<div align="center" class="MsoListParagraphCxSpMiddle" style="text-align: center;">
</div>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l5 level1 lfo4; text-align: justify; text-indent: -18.0pt;">
<span style="font-family: Symbol; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">Sentido numérico: Construcciones de series,
noción de números, uso de los números en la vida humana.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l5 level1 lfo4; text-align: justify; text-indent: -18.0pt;">
<span style="font-family: Symbol; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">Lecturas, escritura y reconocimiento de los
números ordinales (1 al 10).</span></div>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l5 level1 lfo4; text-align: justify; text-indent: -18.0pt;">
<span style="font-family: Symbol; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">Sistema de numeración: concepto y
aplicaciones de seriar, contar y agrupar.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l5 level1 lfo4; text-align: justify; text-indent: -18.0pt;">
<span style="font-family: Symbol; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">Concepto básico de números naturales, conteo
de números naturales hasta el 100.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l5 level1 lfo4; text-align: justify; text-indent: -18.0pt;">
<span style="font-family: Symbol; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">Lectura y escritura de número, cifras y
cantidades.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l5 level1 lfo4; text-align: justify; text-indent: -18.0pt;">
<span style="font-family: Symbol; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">Establecimiento de valores relativos del
tiempo: días, meses, años, el día y la noche.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l5 level1 lfo4; text-align: justify; text-indent: -18.0pt;">
<span style="font-family: Symbol; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">Noción del ambiente (construcción del
concepto del ambiente). </span></div>
<div class="MsoListParagraphCxSpLast" style="text-align: justify;">
</div>
<div align="center" class="MsoNormal" style="text-align: center;">
<b><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">II
LAPSO</span></b></div>
<div class="MsoListParagraphCxSpFirst" style="mso-list: l0 level1 lfo5; text-align: justify; text-indent: -18.0pt;">
<span style="font-family: Symbol; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">Ordenación de números de mayor a menor y de menor
a mayor.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l0 level1 lfo5; text-align: justify; text-indent: -18.0pt;">
<span style="font-family: Symbol; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">Lectura y escritura de números, cifras y
cantidades.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l0 level1 lfo5; text-align: justify; text-indent: -18.0pt;">
<span style="font-family: Symbol; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">Números y operaciones (adición y
sustracción).</span></div>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l0 level1 lfo5; text-align: justify; text-indent: -18.0pt;">
<span style="font-family: Symbol; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">Valor de posición, uso del cartel de valores
hasta la centena.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l0 level1 lfo5; text-align: justify; text-indent: -18.0pt;">
<span style="font-family: Symbol; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">Resolución de problemas matemáticos.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l0 level1 lfo5; text-align: justify; text-indent: -18.0pt;">
<span style="font-family: Symbol; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">El cuerpo humano.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l0 level1 lfo5; text-align: justify; text-indent: -18.0pt;">
<span style="font-family: Symbol; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">Observación e identificación de fenómenos
naturales (lluvia, frio, calor).</span></div>
<div class="MsoListParagraphCxSpMiddle" style="text-align: justify;">
</div>
<div align="center" class="MsoListParagraphCxSpMiddle" style="text-align: center;">
<b><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">III LAPSO</span></b></div>
<div align="center" class="MsoListParagraphCxSpMiddle" style="text-align: center;">
</div>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l8 level1 lfo6; text-align: justify; text-indent: -18.0pt;">
<span style="font-family: Symbol; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">Sistema de numeración romana del (1 al 10).</span></div>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l8 level1 lfo6; text-align: justify; text-indent: -18.0pt;">
<span style="font-family: Symbol; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">Valor de posición.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l8 level1 lfo6; text-align: justify; text-indent: -18.0pt;">
<span style="font-family: Symbol; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">Adiciones y sustracciones.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l8 level1 lfo6; text-align: justify; text-indent: -18.0pt;">
<span style="font-family: Symbol; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">Resolución de problemas matemáticos.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l8 level1 lfo6; text-align: justify; text-indent: -18.0pt;">
<span style="font-family: Symbol; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">Reconocimiento y trazado de figuras planas y
las diferentes líneas.</span></div>
<div class="MsoListParagraphCxSpLast" style="mso-list: l8 level1 lfo6; text-align: justify; text-indent: -18.0pt;">
<span style="font-family: Symbol; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">Salud e higiene.</span></div>
<div class="MsoNormal" style="margin-left: 36.0pt; text-align: justify;">
</div>
<div class="MsoNormal" style="text-align: justify;">
</div>
<div align="center" class="MsoNormal" style="text-align: center;">
<b><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">AREAS
DE APRENDIZAJE</span></b></div>
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<b><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">CIENCIAS
SOCIALES, CIUDADANIA E IDENTIDAD.</span></b></div>
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<b><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">I
LAPSO</span></b></div>
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<span 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;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">La familia.</span></div>
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<span 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;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">Estado Trujillo.</span></div>
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<span 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;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">Mapa de Venezuela y del estado Trujillo.</span></div>
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</div>
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</div>
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<b><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">II
LAPSO</span></b></div>
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<span 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;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">Diversidad sociocultural.</span></div>
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<span 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;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">Héroes Nacionales y Regionales.</span></div>
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<span 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;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">Efemérides Nacionales y Regionales.</span></div>
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<span 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;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">Resistencia Indígena.</span></div>
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<b><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">III
LAPSO</span></b></div>
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<span 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;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">Seguridad vial.</span></div>
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<span 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;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">Medio de transporte.</span></div>
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<span 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;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">Derechos y Deberes de los niños y niñas.</span></div>
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<span 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;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">Constitución Venezolana.</span></div>
maria isabelhttp://www.blogger.com/profile/01357840141422620886noreply@blogger.com0tag:blogger.com,1999:blog-1575381310972065872.post-40240321992630850592013-05-02T06:07:00.002-07:002013-05-02T07:28:53.905-07:00BIENVENIDA AÑO 2012 - 2013¡Hola niños! Yo Marisabel Cáceres, su maestra durante este año escolar, quiero darles la más cordial bienvenida a primer grado. Realizaremos muchas actividades para aprender cosas nuevas que les van a ser de gran utilidad para tu desempeño exitoso durante el grado.<br />
<br />
Para que estas actividades se desarrollen de manera armoniosa debemos seguir las siguientes normas:<br />
- Llegar puntualmente a clase<br />
- Cumplir con el traje escolar.<br />
- Asistir todos los días al colegio. <br />
- Prestar atención a las explicaciones de la maestra.<br />
- Respetar a sus compañeros y maestros.<br />
- Cumplir con las tareas asignadas.<br />
- Realizar las actividades en el salón en el tiempo previsto.<br />
- Leer todos los días.<br />
- Cumplir las reglas de convivencia en el salón, en el recreo, en la formación y a la hora de salida.<br />
- Traer y cuidar sus útiles escolares.<br />
- Mantener el salón ordenado y limpio.<br />
- Cuidar el mobiliario.<br />
<br />
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<b>Reglas para usar el cuaderno</b></div>
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- Me lavo las manitos antes de usarlo.</div>
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- Lo mantengo limpio y sin borrones.</div>
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- No doblo las esquinas de sus hojas.</div>
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- Respeto los márgenes y sangrías.</div>
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- Sigo las normas de escritura: uso de mayúsculas, puntos, comas, acentos, signos...</div>
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- Coloreo los dibujos y subrayo los títulos.</div>
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- No desprendo sus hojas.</div>
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- Copio correctamente del pizarrón.</div>
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- No dejo espacios en blanco.</div>
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- Realizo todas mis actividades.</div>
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- Mi maestra y mis paitos me enseñan a cuidarlo.</div>
maria isabelhttp://www.blogger.com/profile/01357840141422620886noreply@blogger.com0