tag:blogger.com,1999:blog-37656200038170575812024-03-13T04:12:47.489-07:00El blog de 1º E. Primaria Puebla de los InfantesEnriqueta Sarabia Parrashttp://www.blogger.com/profile/13677993088604401971noreply@blogger.comBlogger23125tag:blogger.com,1999:blog-3765620003817057581.post-30484161601435739832012-06-20T09:51:00.001-07:002012-06-20T09:51:53.437-07:00PALABRAS POR MINUTO QUE DEBEN LEER LOS ALUMNOS<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEihinmripqJQ0rEQLMZyPW3KqZ87huqbSuJAZNznYt2ZIFzTGNHgH39qWaoQNsRTk62QxhXOhlaJbIsiVxHnKpWawSPFDEBt0b4Aho6a2Bjiau9dyD-48IPdI6ur-NHVW00zf6Q-i7pxA8/s1600/palabras+por+minuto.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="229" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEihinmripqJQ0rEQLMZyPW3KqZ87huqbSuJAZNznYt2ZIFzTGNHgH39qWaoQNsRTk62QxhXOhlaJbIsiVxHnKpWawSPFDEBt0b4Aho6a2Bjiau9dyD-48IPdI6ur-NHVW00zf6Q-i7pxA8/s320/palabras+por+minuto.png" width="320" /></a></div>
<br />Enriqueta Sarabia Parrashttp://www.blogger.com/profile/13677993088604401971noreply@blogger.com0tag:blogger.com,1999:blog-3765620003817057581.post-33337383371002588812012-06-20T09:39:00.001-07:002012-06-20T09:50:07.968-07:00ACTIVIDADES PARA PASAR UN VERANO APRENDIENDO Y DIVERTIÉNDOTE<a href="http://www.educa.jcyl.es/educacyl/cm/gallery/verano2011/index.html">ACTIVIDEDES TIC JUNTA DE CASTILLA LA MANCHA</a><br />
<a href="http://cillueca.educa.aragon.es/web%20lectura/web%20primaria/primaria.htm">Actividades para mejorar la velocidad y comprensión lectora .</a><br />
<a href="http://www.reglasdeortografia.com/testvelocidad01.html">Test para medir la velocidad lectora</a>Enriqueta Sarabia Parrashttp://www.blogger.com/profile/13677993088604401971noreply@blogger.com0tag:blogger.com,1999:blog-3765620003817057581.post-800314298652324062012-06-06T09:29:00.000-07:002012-06-12T10:29:35.824-07:00UNIDAD 15: PUPI Y LOS VENUSINOSEstamos finalizando el curso y para terminar vamos a aprender:<br />
EN EL ÁREA DE LENGUA CASTELLANA <br />
1. Leer y comprender textos diversos.<br />
2. Expresar oralmente las vivencias sobre sus deseos personales.<br />
3. Identificar situaciones comunicativas no verbales y de saber qué se comunica en cada caso.<br />
4. Conocer, memorizar y usar el abecedario.<br />
5. Aplicar la mayúscula inicial en nombres propios de personas, animales y lugares.<br />
6. Escribir mayúscula al principio de oración y después de punto.<br />
7. Realizar un cartel sobre la lectura en vacaciones.<br />
8. Elaborar y exponer una propuesta de viaje.<br />
9. Realizar un trabajo en colaboración con un com-pañero.<br />
EN EL ÁREA DE MATEMÁTICAS<br />
<br />
<div class="Standard" style="margin-left: 35.45pt; mso-list: l0 level1 lfo1; text-align: justify; text-autospace: none; text-indent: -18.0pt; text-justify: inter-ideograph;">
<span style="color: black;">1.<span style="font: 7pt "Times New Roman";"> </span></span><span style="color: black;">Reconocer números hasta el 99. </span></div>
<div class="Standard" style="margin-left: 35.45pt; mso-list: l0 level1 lfo1; text-align: justify; text-autospace: none; text-indent: -18.0pt; text-justify: inter-ideograph;">
<span style="color: black;">2.<span style="font: 7pt "Times New Roman";"> </span></span><span style="color: black;"> Realizar sumas y restas en
vertical y horizontal. </span></div>
<div class="Standard" style="margin-left: 35.45pt; mso-list: l0 level1 lfo1; text-align: justify; text-autospace: none; text-indent: -18.0pt; text-justify: inter-ideograph;">
<span style="color: black;">3.<span style="font: 7pt "Times New Roman";"> </span></span><span style="color: black;">Calcular mentalmente.</span></div>
<div class="Standard" style="margin-left: 35.45pt; mso-list: l0 level1 lfo1; text-align: justify; text-autospace: none; text-indent: -18.0pt; text-justify: inter-ideograph;">
<span style="color: black;">4.<span style="font: 7pt "Times New Roman";"> </span></span><span style="color: black;">Identificar cuerpos geométricos.</span></div>
<div class="Standard" style="margin-left: 35.45pt; mso-list: l0 level1 lfo1; text-align: justify; text-autospace: none; text-indent: -18.0pt; text-justify: inter-ideograph;">
5.<span style="font: 7pt "Times New Roman";"> </span><span style="color: black;">Inventar el enunciado de un problema</span></div>
<div class="Standard" style="margin-left: 35.45pt; mso-list: l0 level1 lfo1; text-align: justify; text-autospace: none; text-indent: -18.0pt; text-justify: inter-ideograph;">
6.<span style="font: 7pt "Times New Roman";"> </span><span style="color: black;">Resolver problemas.</span></div>
<div class="Standard" style="margin-left: 35.45pt; mso-list: l0 level1 lfo1; text-align: justify; text-autospace: none; text-indent: -18.0pt; text-justify: inter-ideograph;">
7.<span style="font: 7pt "Times New Roman";"> </span><span style="color: black;">Localizar datos en una tabla.</span></div>
<div class="Standard" style="margin-left: 35.45pt; mso-list: l0 level1 lfo1; text-align: justify; text-autospace: none; text-indent: -18.0pt; text-justify: inter-ideograph;">
8.<span style="font: 7pt "Times New Roman";"> </span><span lang="es" style="letter-spacing: -0.05pt;">Dialogar sobre las formas de los objetos que nos rodean.<a href="http://search.babylon.com/imageres.php?iu=http://calasanz.edu.gva.es/7_ejercicios/matematicas/imagenes/cuerpos_geometricos/prisma_elementos.jpg&ir=http://calasanz.edu.gva.es/7_ejercicios/matematicas/mate3pri/13_cuerpos_geom1.html&ig=http://t0.gstatic.com/images?q=tbn:ANd9GcSon3A3Pas2iyKhH6z-S8gd2N540tWvCMrpP7rc1TC2f9lHIdC5NqjIzGQ&h=544&w=912&q=prismas&babsrc=SP_ss">Actividades prismas</a></span></div>
<div class="Standard" style="margin-left: 35.45pt; mso-list: l0 level1 lfo1; text-align: justify; text-autospace: none; text-indent: -18.0pt; text-justify: inter-ideograph;">
9.<span style="font: 7pt "Times New Roman";"> </span><span lang="ES-TRAD" style="letter-spacing: -0.05pt;">sintetizar/relacionar sobre la recta numérica, los datos y la pregunta
del</span><span lang="ES-TRAD" style="letter-spacing: -0.05pt;"> </span><span lang="ES-TRAD" style="letter-spacing: -0.05pt;">problema. </span></div>
<div class="Standard" style="margin-left: 35.45pt; text-align: justify; text-indent: -18pt;">
<span lang="ES-TRAD" style="letter-spacing: -0.05pt;">EN EL ÁREA DE CONOCIMIENTO</span></div>
<div class="Standard" style="margin-left: 35.45pt; text-align: justify; text-indent: -18pt;">
</div>
<div class="Standard" style="margin-left: 0cm; mso-list: l0 level1 lfo1; text-align: justify; text-autospace: none; text-indent: 0cm; text-justify: inter-ideograph;">
<span style="color: black;">1.<span style="font: 7pt "Times New Roman";">
</span></span><span style="color: black;"> Conocer los trabajos de servicios a la ciudadanía.</span></div>
<div class="Standard" style="margin-left: 0cm; mso-list: l0 level1 lfo1; text-align: justify; text-autospace: none; text-indent: 0cm; text-justify: inter-ideograph;">
<span style="color: black;">2.<span style="font: 7pt "Times New Roman";">
</span></span><span style="color: black;">Conocer los medios de
transporte.</span></div>
<div class="Standard" style="margin-left: 0cm; mso-list: l0 level1 lfo1; text-align: justify; text-autospace: none; text-indent: 0cm; text-justify: inter-ideograph;">
<span style="color: black;">3.<span style="font: 7pt "Times New Roman";">
</span></span><span style="color: black;">Conocer las señales de
tráfico y el respeto a las normas de circulación. </span></div>
<div class="Standard" style="margin-left: 0cm; mso-list: l0 level1 lfo1; text-align: justify; text-autospace: none; text-indent: 0cm; text-justify: inter-ideograph;">
<span style="color: black;">4.<span style="font: 7pt "Times New Roman";">
</span></span><span style="color: black;">Conocer el Eurotúnel, su
origen y cómo fue construido. </span></div>
<div class="Standard" style="margin-left: 0cm; mso-list: l0 level1 lfo1; text-align: justify; text-autospace: none; text-indent: 0cm; text-justify: inter-ideograph;">
<span style="color: black;">5.<span style="font: 7pt "Times New Roman";">
</span></span><span style="color: black;">Construir un circuito de
tráfico con señales y comprobar la importancia de cumplir las normas.</span></div>
<div class="Standard" style="margin-left: 0cm; text-align: justify; text-indent: 0cm;">
<span style="color: black;"><a href="http://www.juntadeandalucia.es/averroes/loreto/index2.html">ENLACES WEBS ir a la unidad 15 y realizar las actividades</a> </span></div>
<div class="Standard" style="margin-left: 35.45pt; text-align: justify; text-indent: -18pt;">
<br /></div>Enriqueta Sarabia Parrashttp://www.blogger.com/profile/13677993088604401971noreply@blogger.com0tag:blogger.com,1999:blog-3765620003817057581.post-85878577409548862562012-05-31T12:56:00.002-07:002012-05-31T12:57:26.171-07:00VISITA AL CASTILLO DEALMODOVAR<iframe width="420" height="315" src="http://www.youtube.com/embed/Ck5oEY0u0gI" frameborder="0" allowfullscreen></iframe>Enriqueta Sarabia Parrashttp://www.blogger.com/profile/13677993088604401971noreply@blogger.com0tag:blogger.com,1999:blog-3765620003817057581.post-78058655542691658702012-05-19T08:00:00.000-07:002012-05-19T08:16:47.936-07:00UNIDAD 14: PUPI APRENDE A RECICLARÁREA DE LENGUA CASTELLANA Y LITERATURA<br />
<a href="http://www.juntadeandalucia.es/averroes/loreto/index2.html">ENLACES WEBS</a><br />
<br />
<div class="MsoListParagraph" style="margin-left: 0cm; mso-hyphenate: auto; mso-list: l0 level1 lfo1; mso-pagination: widow-orphan; mso-vertical-align-alt: auto; text-indent: 0cm;">
1.<span style="font: 7pt "Times New Roman";">
</span>Leer
y comprender textos diversos. </div>
<div class="MsoListParagraph" style="margin-left: 0cm; mso-hyphenate: auto; mso-list: l0 level1 lfo1; mso-pagination: widow-orphan; mso-vertical-align-alt: auto; text-indent: 0cm;">
2.<span style="font: 7pt "Times New Roman";">
</span>Expresar
oralmente las vivencias de sus errores.</div>
<div class="MsoListParagraph" style="margin-left: 0cm; mso-hyphenate: auto; mso-list: l0 level1 lfo1; mso-pagination: widow-orphan; mso-vertical-align-alt: auto; text-indent: 0cm;">
3.<span style="font: 7pt "Times New Roman";">
</span>Escribir oraciones con ser, en concordancia con
sujeto, verbo y atributo. </div>
<div class="MsoListParagraph" style="margin-left: 0cm; mso-hyphenate: auto; mso-list: l0 level1 lfo1; mso-pagination: widow-orphan; mso-vertical-align-alt: auto; text-indent: 0cm;">
4.<span style="font: 7pt "Times New Roman";">
</span>Comprender
e identificar onomatopeyas. </div>
<div class="MsoListParagraph" style="margin-left: 0cm; mso-hyphenate: auto; mso-list: l0 level1 lfo1; mso-pagination: widow-orphan; mso-vertical-align-alt: auto; text-indent: 0cm;">
5.<span style="font: 7pt "Times New Roman";">
</span>Identificar
y usar los signos de interrogación y exclamación</div>
<div class="MsoListParagraph" style="margin-left: 0cm; mso-hyphenate: auto; mso-list: l0 level1 lfo1; mso-pagination: widow-orphan; mso-vertical-align-alt: auto; text-indent: 0cm;">
6.<span style="font: 7pt "Times New Roman";">
</span>Iniciarse
en la preparación de dictados.</div>
<div class="MsoListParagraph" style="margin-left: 0cm; mso-hyphenate: auto; mso-list: l0 level1 lfo1; mso-pagination: widow-orphan; mso-vertical-align-alt: auto; text-indent: 0cm;">
7.<span style="font: 7pt "Times New Roman";">
</span>Interpretar
la fecha correctamente.</div>
<div class="MsoListParagraph" style="margin-left: 0cm; mso-hyphenate: auto; mso-list: l0 level1 lfo1; mso-pagination: widow-orphan; mso-vertical-align-alt: auto; text-indent: 0cm;">
8.<span style="font: 7pt "Times New Roman";">
</span>Elegir
y exponer por escrito su poesía favorita</div>
<div class="MsoListParagraph" style="margin-left: 0cm; text-indent: 0cm;">
ÁREA DE MATEMÁTICAS</div>
<div class="MsoListParagraph" style="margin-left: 0cm; text-indent: 0cm;">
</div>
<div class="Standard" style="margin-left: 35.45pt; mso-list: l0 level1 lfo1; text-align: justify; text-autospace: none; text-indent: -18.0pt; text-justify: inter-ideograph;">
<span style="color: black;">1.<span style="font: 7pt "Times New Roman";"> </span></span><span style="color: black;">Reconocer, escribir y descomponer hasta el 99. </span></div>
<div class="Standard" style="margin-left: 35.45pt; mso-list: l0 level1 lfo1; text-align: justify; text-autospace: none; text-indent: -18.0pt; text-justify: inter-ideograph;">
<span style="color: black;">2.<span style="font: 7pt "Times New Roman";"> </span></span><span style="color: black;"> Realizar sumas y restas.</span></div>
<div class="Standard" style="margin-left: 35.45pt; mso-list: l0 level1 lfo1; text-align: justify; text-autospace: none; text-indent: -18.0pt; text-justify: inter-ideograph;">
<span style="color: black;">3.<span style="font: 7pt "Times New Roman";"> </span></span><span style="color: black;">Calcular mentalmente.</span></div>
<div class="Standard" style="margin-left: 35.45pt; mso-list: l0 level1 lfo1; text-align: justify; text-autospace: none; text-indent: -18.0pt; text-justify: inter-ideograph;">
<span style="color: black;">4.<span style="font: 7pt "Times New Roman";"> </span></span><span style="color: black;">Conocer las monedas de euro y céntimo.</span></div>
<div class="Standard" style="margin-left: 35.45pt; mso-list: l0 level1 lfo1; text-align: justify; text-autospace: none; text-indent: -18.0pt; text-justify: inter-ideograph;">
5.<span style="font: 7pt "Times New Roman";"> </span><span style="color: black;">Identificar cuerpos geométricos. </span></div>
<div class="Standard" style="margin-left: 35.45pt; mso-list: l0 level1 lfo1; text-align: justify; text-autospace: none; text-indent: -18.0pt; text-justify: inter-ideograph;">
6.<span style="font: 7pt "Times New Roman";"> </span><span style="color: black;">Inventar la pregunta de un problema. </span></div>
<div class="Standard" style="margin-left: 35.45pt; mso-list: l0 level1 lfo1; text-align: justify; text-autospace: none; text-indent: -18.0pt; text-justify: inter-ideograph;">
7.<span style="font: 7pt "Times New Roman";"> </span><span style="color: black;">Utilizar tablas de datos.</span></div>
<div class="Standard" style="margin-left: 35.45pt; mso-list: l0 level1 lfo1; text-align: justify; text-autospace: none; text-indent: -18.0pt; text-justify: inter-ideograph;">
8.<span style="font: 7pt "Times New Roman";"> </span><span style="letter-spacing: -0.05pt;">S</span><span lang="ES-TRAD" style="letter-spacing: -0.05pt;">intetizar/relacionar sobre la recta numérica, los datos y la pregunta
del</span><span lang="ES-TRAD" style="letter-spacing: -0.05pt;"> </span><span lang="ES-TRAD" style="letter-spacing: -0.05pt;">problema. </span></div>
<div class="Standard" style="margin-left: 35.45pt; text-align: justify; text-indent: -18pt;">
<br /></div>
<div class="Standard" style="margin-left: 35.45pt; text-align: justify; text-indent: -18pt;">
<span lang="ES-TRAD" style="letter-spacing: -0.05pt;">ÁREA DE CONOCIMIENTO DEL MEDIO </span></div>
<div class="MsoListParagraph" style="margin-left: 0cm; text-indent: 0cm;">
</div>
<div class="Standard" style="margin-left: 0cm; mso-list: l0 level1 lfo1; text-align: justify; text-autospace: none; text-indent: 0cm; text-justify: inter-ideograph;">
<span style="color: black;">1.<span style="font: 7pt "Times New Roman";">
</span></span><span style="color: black;"> Identificar semejanzas y diferencias entre
taller, fábrica, trabajadores y productos que elaboran.</span></div>
<div class="Standard" style="margin-left: 0cm; mso-list: l0 level1 lfo1; text-align: justify; text-autospace: none; text-indent: 0cm; text-justify: inter-ideograph;">
<span style="color: black;">2.<span style="font: 7pt "Times New Roman";">
</span></span><span style="color: black;">Reconocer el valor de la seguridad
en el trabajo</span></div>
<div class="Standard" style="margin-left: 0cm; mso-list: l0 level1 lfo1; text-align: justify; text-autospace: none; text-indent: 0cm; text-justify: inter-ideograph;">
<span style="color: black;">3.<span style="font: 7pt "Times New Roman";">
</span></span><span style="color: black;">Conocer las ferias de
inventos y valorar el trabajo de los inventores. </span></div>
<div class="Standard" style="margin-left: 0cm; mso-list: l0 level1 lfo1; text-align: justify; text-autospace: none; text-indent: 0cm; text-justify: inter-ideograph;">
<span style="color: black;">4.<span style="font: 7pt "Times New Roman";">
</span></span><span style="color: black;">Simular una secuencia de
montaje en cadena. </span></div>Enriqueta Sarabia Parrashttp://www.blogger.com/profile/13677993088604401971noreply@blogger.com0tag:blogger.com,1999:blog-3765620003817057581.post-68209412032231828772012-05-05T11:50:00.001-07:002012-05-05T11:50:21.853-07:00UNIDAD 13: ALOE CONTRA PINCHÓNA lo largo de esta unidad abordaremos los siguientes objetivos:<br />
<a href="http://www.juntadeandalucia.es/averroes/loreto/index2.html">Enlaces diferentes contenidos de la unidad 13</a><br />
ÁREA DE LENGUA CASTELLANA Y LITERATURA<br />
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<span style="mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">1.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="mso-bidi-font-family: "Times New Roman";">Leer
y comprender textos diversos. </span></div>
<div class="MsoListParagraph" style="margin-left: 0cm; mso-hyphenate: auto; mso-list: l0 level1 lfo1; mso-pagination: widow-orphan; mso-vertical-align-alt: auto; text-indent: 0cm;">
<span style="mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">2.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="mso-bidi-font-family: "Times New Roman";">Expresar
oralmente las vivencias en relación con el enfado.</span></div>
<div class="MsoListParagraph" style="margin-left: 0cm; mso-hyphenate: auto; mso-list: l0 level1 lfo1; mso-pagination: widow-orphan; mso-vertical-align-alt: auto; text-indent: 0cm;">
<span style="mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">3.<span style="font: 7.0pt "Times New Roman";">
</span></span></span>Escribir oraciones con sujeto y predicado.</div>
<div class="MsoListParagraph" style="margin-left: 0cm; mso-hyphenate: auto; mso-list: l0 level1 lfo1; mso-pagination: widow-orphan; mso-vertical-align-alt: auto; text-indent: 0cm;">
<span style="mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">4.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="mso-bidi-font-family: "Times New Roman";">Comprender
qué es una familia de palabras. </span></div>
<div class="MsoListParagraph" style="margin-left: 0cm; text-indent: 0cm;">
<span><a href="http://www.ceipjuanherreraalcausa.es/Recursosdidacticos/PRIMERO/datos/01_lengua/03_Recursos/03_t/actividades/vocabulario/01.htm">Actividad familias anaya 1º</a> </span></div>
<div class="MsoListParagraph" style="margin-left: 0cm; text-indent: 0cm;">
<span><a href="http://www.ceipjuanherreraalcausa.es/Recursosdidacticos/TERCERO/Lengua/datos/U13/01.htm">Actividades anaya 3</a> </span></div>
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<span><a href="http://www.juntadeandalucia.es/averroes/centros-tic/41009470/helvia/aula/archivos/repositorio/0/74/html/datos/01_lengua/03_Recursos/01_t/actividades/vocabulario/06.htm">Actividad Tic anaya 2º</a> </span></div>
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<span><br /></span></div>
<div class="MsoListParagraph" style="margin-left: 0cm; mso-hyphenate: auto; mso-list: l0 level1 lfo1; mso-pagination: widow-orphan; mso-vertical-align-alt: auto; text-indent: 0cm;">
<span style="mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">5.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="mso-bidi-font-family: "Times New Roman";">Conocer<span style="mso-spacerun: yes;"> </span>y usar la norma ortográfica de <b style="mso-bidi-font-weight: normal;">m </b>delante de <b style="mso-bidi-font-weight: normal;">p.<a href="http://www.edu365.cat/primaria/muds/castella/ortografiate/ortografiate1/contenido/contenido/lengua_g7_oa05_es/index.html">Actividad teatro mp y mb</a></b></span></div>
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<span><b><a href="http://www.edu365.cat/primaria/muds/castella/ortografiate/ortografiate4/contenido/lc014_oa03_es/index.html">Actividad Tic teoría y juegos</a> </b></span></div>
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<span><b><a href="http://www.primaria.librosvivos.net/1eplencp_ud12_a1_cas_EscribobienMb.html">Libros vivos sm</a> </b></span></div>
<div class="MsoListParagraph" style="margin-left: 0cm; text-indent: 0cm;">
<span><b><a href="http://centros3.pntic.mec.es/cp.juan.de.la.cosa/Actividades%20Lengua%20PDI/01/15/03/011503.swf">Actividad TIC mp</a> </b></span></div>
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<span><b><a href="http://www.primaria.librosvivos.net/1eplccp_ud12_act2.html">Libros vivos poesía mb</a> </b></span></div>
<div class="MsoListParagraph" style="margin-left: 0cm; mso-hyphenate: auto; mso-list: l0 level1 lfo1; mso-pagination: widow-orphan; mso-vertical-align-alt: auto; text-indent: 0cm;">
<span style="mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">6.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="mso-bidi-font-family: "Times New Roman";">Iniciarse
en la preparación de dictados y resúmenes. </span></div>
<div class="MsoListParagraph" style="margin-left: 0cm; mso-hyphenate: auto; mso-list: l0 level1 lfo1; mso-pagination: widow-orphan; mso-vertical-align-alt: auto; text-indent: 0cm;">
<span style="mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">7.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="mso-bidi-font-family: "Times New Roman";">Comprender
una narración y reconocer la presentación, nudo y desenlace. </span></div>
<div class="MsoListParagraph" style="margin-left: 0cm; mso-hyphenate: auto; mso-list: l0 level1 lfo1; mso-pagination: widow-orphan; mso-vertical-align-alt: auto; text-indent: 0cm;">
<span style="mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">8.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="mso-bidi-font-family: "Times New Roman";">Escribir
anécdotas personales.<span style="mso-spacerun: yes;"> </span></span></div>
<div class="MsoListParagraph" style="margin-left: 0cm; text-indent: 0cm;">
<br /></div>
<div class="MsoListParagraph" style="margin-left: 0cm; text-indent: 0cm;">
<span><span>ÁREA DE MATEMÁTICAS</span></span></div>
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<span style="mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">1.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Reconocer
números hasta el 99. </span></div>
<div class="Standard" style="margin-left: 35.45pt; mso-list: l0 level1 lfo1; text-align: justify; text-autospace: none; text-indent: -18.0pt; text-justify: inter-ideograph;">
<span style="mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">2.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"><span style="mso-spacerun: yes;"> </span>Conocer la propiedad conmutativa de la suma.</span></div>
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<span style="mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">3.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Calcular
mentalmente.</span></div>
<div class="Standard" style="margin-left: 35.45pt; mso-list: l0 level1 lfo1; text-align: justify; text-autospace: none; text-indent: -18.0pt; text-justify: inter-ideograph;">
<span style="mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">4.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Realizar
sumas y restas.</span></div>
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<span style="mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">5.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Resolver
problemas.</span></div>
<div class="Standard" style="margin-left: 35.45pt; mso-list: l0 level1 lfo1; text-align: justify; text-autospace: none; text-indent: -18.0pt; text-justify: inter-ideograph;">
<span style="mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">6.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Conocer
los polígonos. </span></div>
<div class="Standard" style="margin-left: 35.45pt; mso-list: l0 level1 lfo1; text-align: justify; text-autospace: none; text-indent: -18.0pt; text-justify: inter-ideograph;">
<span style="mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">7.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Conocer
el reloj digital y analógico. </span></div>
<div class="Standard" style="margin-left: 35.45pt; mso-list: l0 level1 lfo1; text-align: justify; text-autospace: none; text-indent: -18.0pt; text-justify: inter-ideograph;">
<span style="mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">8.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Seguir
indicaciones de orientación espacial.</span></div>
<div class="Standard" style="margin-left: 35.45pt; mso-list: l0 level1 lfo1; text-align: justify; text-autospace: none; text-indent: -18.0pt; text-justify: inter-ideograph;">
<span style="mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">9.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="letter-spacing: -.05pt; mso-bidi-font-style: italic;">Ejercitar en el texto
de un problema<i> </i></span><span lang="es" style="letter-spacing: -.05pt; mso-ansi-language: #000A; mso-bidi-font-style: italic;">la<b style="mso-bidi-font-weight: normal;"><i> </i></b>memorización de lo esencial de éste y separar lo que se
sabe, de lo que se quiere calcular.</span></div>
<br />
ÁREA DE CONOCIMIENTO DEL MEDIO<br />
<br />
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<br />
<div class="Standard" style="margin-left: 0cm; mso-list: l0 level1 lfo1; text-align: justify; text-autospace: none; text-indent: 0cm; text-justify: inter-ideograph;">
<span style="mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">1.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"><span style="mso-spacerun: yes;"> </span>Conocer
los elementos de un paisaje. </span></div>
<div class="Standard" style="margin-left: 0cm; mso-list: l0 level1 lfo1; text-align: justify; text-autospace: none; text-indent: 0cm; text-justify: inter-ideograph;">
<span style="mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">2.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Conocer los trabajos para la obtención
de productos de la naturaleza. </span></div>
<div class="Standard" style="margin-left: 0cm; mso-list: l0 level1 lfo1; text-align: justify; text-autospace: none; text-indent: 0cm; text-justify: inter-ideograph;">
<span style="mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">3.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Identificar herramientas y maquinaria
para obtener productos naturales.</span></div>
<div class="Standard" style="margin-left: 0cm; mso-list: l0 level1 lfo1; text-align: justify; text-autospace: none; text-indent: 0cm; text-justify: inter-ideograph;">
<span style="mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">4.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Distinguir materia prima de productos
elaborados. </span></div>
<div class="Standard" style="margin-left: 0cm; mso-list: l0 level1 lfo1; text-align: justify; text-autospace: none; text-indent: 0cm; text-justify: inter-ideograph;">
<span style="mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">5.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Descubrir el oficio del apicultor. </span></div>
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-ansi-language: ES; mso-bidi-language: HI; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ZH-CN; mso-font-kerning: 1.5pt;">6. Llevar a cabo un experimento para conseguir agua
sin residuos.</span>Enriqueta Sarabia Parrashttp://www.blogger.com/profile/13677993088604401971noreply@blogger.com0tag:blogger.com,1999:blog-3765620003817057581.post-24764603951340563212012-04-24T12:23:00.000-07:002012-04-24T13:40:04.992-07:00UNIDAD 12 LA BÚSQUEDA DEL TESORO<br />
<div class="MsoListParagraph" style="margin-left: 0cm; mso-hyphenate: auto; mso-list: l0 level1 lfo1; mso-pagination: widow-orphan; mso-vertical-align-alt: auto; text-indent: 0cm;">
ÁREA DE LENGUA CASTELLANA Y LITERATURA </div>
<ol>
<li><span style="font: 7pt "Times New Roman";"> </span>Leer
y comprender textos diversos. <span style="font: 7pt "Times New Roman";"> </span></li>
<li><span style="font: 7pt "Times New Roman";">
</span>Expresar
oralmente su opinión sobre las reacciones de los demás y reflexionar sobre lo
que harían si se perdieran. <span style="font: 7pt "Times New Roman";"> </span></li>
<li><span style="font: 7pt "Times New Roman";"> </span>Utilizar los pronombres personales del plural (<b style="mso-bidi-font-weight: normal;">nosotros, vosotros)</b> en la producción de
frases.<a href="http://cplosangeles.juntaextremadura.net/web/edilim/tercer_ciclo/lengua/los_pronombres_personales/pronombres_personales.html">Actividad TIC pronombres</a> </li>
<li>Reconocer
y utilizar los antónimos. <span style="font-size: small;"><span style="-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-family: "Times New Roman"; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> <a href="http://www.ceipjuanherreraalcausa.es/Recursosdidacticos/TERCERO/Lengua/datos/U03/01.htm">Actividades antónimos Anaya</a></span></span><br />
<span style="font-size: small;"><span style="-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-family: "Times New Roman"; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"><a href="http://www.educa.jcyl.es/educacyl/cm/gallery/recursos%20edebe/lengua/6_8_2/flash.htm?numrecurso=4">Actividad Jclic sinónimos y antónimos</a> </span></span></li>
<li><span style="font: 7pt "Times New Roman";"> </span>Conocer y usar la norma ortográfica de <b style="mso-bidi-font-weight: normal;">m </b>delante d<b style="mso-bidi-font-weight: normal;">e b</b> en las producciones propias.<a href="http://www.reglasdeortografia.com/mantesdepyb01a.html">Actividad Uso de m delante de la p y de la b.</a> <span style="font: 7pt "Times New Roman";"> </span></li>
<li><span style="font: 7pt "Times New Roman";"> </span>Iniciarse
en la preparación de dictados y resúmenes. <span style="font: 7pt "Times New Roman";"> </span></li>
<li><span style="font: 7pt "Times New Roman";"> </span>Leer
un plano.<span style="font: 7pt "Times New Roman";"> <a href="http://www.primaria.librosvivos.net/1epcmcp_ud9_act3_leerplano.html">Cómo puedo leer un oplano</a></span></li>
<li><span style="font: 7pt "Times New Roman";">
</span>Realizar
un recorrido en un mapa siguiendo instrucciones.</li>
<li><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Escribir instrucciones para
llegar a un lugar interpretando previamente un mapa.</span></li>
</ol>
<br />
<span style="font-family: "Times New Roman","serif"; font-size: 12pt;">ÁREA DE MATEMÁTICAS</span><br />
<br />
<div class="Standard" style="margin-left: 35.45pt; mso-list: l0 level1 lfo1; text-align: justify; text-autospace: none; text-indent: -18.0pt; text-justify: inter-ideograph;">
1.<span style="font: 7pt "Times New Roman";"> </span>Reconocer,
escribir y descomponer hasta el 99. <a href="http://clic.xtec.cat/db/jclicApplet.jsp?project=http://clic.xtec.net/projects/numera/jclic/numera.jclic.zip&lang=es">Actividad Jclic numeración</a></div>
<div class="Standard" style="margin-left: 35.45pt; mso-list: l0 level1 lfo1; text-align: justify; text-autospace: none; text-indent: -18.0pt; text-justify: inter-ideograph;">
2.<span style="font: 7pt "Times New Roman";"> </span> Comparar números de 2 cifras.<a href="http://www.thatquiz.org/es-8/matematicas/comparar/">Actividades para comparar números</a></div>
<div class="Standard" style="margin-left: 35.45pt; mso-list: l0 level1 lfo1; text-align: justify; text-autospace: none; text-indent: -18.0pt; text-justify: inter-ideograph;">
3.<span style="font: 7pt "Times New Roman";"> </span>Calcular
mentalmente.<a href="http://www.thatquiz.org/es-1/matematicas/aritmetica/">Actividades cálculo </a></div>
<div class="Standard" style="margin-left: 35.45pt; mso-list: l0 level1 lfo1; text-align: justify; text-autospace: none; text-indent: -18.0pt; text-justify: inter-ideograph;">
4.<span style="font: 7pt "Times New Roman";"> </span>Realizar
sumas y restas.<a href="http://www.educalandia.net/multiplicar/sumas_llevandose_2_cifras.php">Actividades sumas y restas con llevadas</a></div>
<div class="Standard" style="margin-left: 35.45pt; mso-list: l0 level1 lfo1; text-align: justify; text-autospace: none; text-indent: -18.0pt; text-justify: inter-ideograph;">
5.<span style="font: 7pt "Times New Roman";"> </span>Resolver
problemas simulados de situaciones cotidianas.<a href="http://www.edu.xunta.es/centros/ceipchanopinheiro/aulavirtual/file.php/3/rsagra/PRO7B/pro7bis.html">Actividades problemas</a><br />
<a href="http://www.genmagic.net/repositorio/albums/userpics/fotosfalc.swf">Actividades problemas genmatic</a> </div>
<div class="Standard" style="margin-left: 35.45pt; mso-list: l0 level1 lfo1; text-align: justify; text-autospace: none; text-indent: -18.0pt; text-justify: inter-ideograph;">
6.<span style="font: 7pt "Times New Roman";"> </span>Conocer
el reloj de agujas. <a href="http://www.thatquiz.org/es-g/matematicas/reloj/">Actividad reloj agujas y digital</a><br />
<a href="http://concurso.cnice.mec.es/cnice2005/115_el_reloj/reloj/empezar.htm">El reloj</a><br />
<a href="http://centros3.pntic.mec.es/cp.juan.de.la.cosa/matespdi/01/13/01/011301.swf">Reloj analógico</a><br />
<a href="http://concurso.cnice.mec.es/cnice2005/115_el_reloj/index.html">Reloj cenice</a> </div>
<div class="Standard" style="margin-left: 35.45pt; mso-list: l0 level1 lfo1; text-align: justify; text-autospace: none; text-indent: -18.0pt; text-justify: inter-ideograph;">
7.<span style="font: 7pt "Times New Roman";"> </span>Conocer
los números ordinales. <a href="http://www.genmagic.org/repositorio/albums/userpics/primseg1c.swf">Actividad Ordinales</a></div>
<div class="Standard" style="margin-left: 35.45pt; mso-list: l0 level1 lfo1; text-align: justify; text-autospace: none; text-indent: -18.0pt; text-justify: inter-ideograph;">
8.<span style="font: 7pt "Times New Roman";"> </span>Completar
fichas con datos sobre un tema.</div>
<div class="Standard" style="margin-left: 35.45pt; mso-list: l0 level1 lfo1; text-align: justify; text-autospace: none; text-indent: -18.0pt; text-justify: inter-ideograph;">
9.<span style="font: 7pt "Times New Roman";"> </span><span style="letter-spacing: -0.05pt;">Ejercitar en el texto
de un problema<i> </i></span><span lang="es" style="letter-spacing: -0.05pt;">la<b style="mso-bidi-font-weight: normal;"><i> </i></b>memorización de lo esencial de éste y separar lo que se
sabe, de lo que se quiere calcular.</span></div>
<span style="font-family: "Times New Roman","serif"; font-size: 12pt;"> ÁREA DE CONOCIMIENTO DEL MEDIO</span><br />
<a href="http://www.juntadeandalucia.es/averroes/loreto/sugerencias/cono1.html">CEIP Loreto</a><br />
<ol>
<li><span style="font: 7pt "Times New Roman";"> </span>Identificar las estancias de una
vivienda.<span style="font: 7pt "Times New Roman";"> <a href="http://centros3.pntic.mec.es/cp.juan.de.la.cosa/Actividades%20PDI%20Cono/01/06/02/010602.swf">Partes de una vivienda</a></span></li>
<li><span style="font: 7pt "Times New Roman";"> </span>Conocer los elementos de la calle y el
barrio.<span style="font: 7pt "Times New Roman";"> <a href="http://centros3.pntic.mec.es/cp.juan.de.la.cosa/Actividades%20PDI%20Cono/01/06/03/010603.swf">Elementos de la calle</a></span></li>
<li><span style="font: 7pt "Times New Roman";"> </span>Diferenciar un pueblo de una ciudad. <a href="http://centros3.pntic.mec.es/cp.juan.de.la.cosa/Actividades%20PDI%20Cono/01/14/04/011404.swf">La ciudad y el pueblo</a></li>
<li><a href="http://centros3.pntic.mec.es/cp.juan.de.la.cosa/Actividades%20PDI%20Cono/01/14/01/011401.swf">Pueblos</a> </li>
<li><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Descubrir la contaminación acústica. </span></li>
</ol>Enriqueta Sarabia Parrashttp://www.blogger.com/profile/13677993088604401971noreply@blogger.com0tag:blogger.com,1999:blog-3765620003817057581.post-74419585543460677532012-04-23T07:47:00.002-07:002012-04-23T08:17:40.065-07:00BLOGS INTERESANTES<a href="http://ceipprincesasofia.wikispaces.com/Actividades+TIC+para+1%C2%BA+nivel">WIKI CEIP PRINCESA SOFÍA</a><br />
<a href="http://ceipprincesasofia.wikispaces.com/Actividades+TIC+para+primer+ciclo+de+Educaci%C3%B3n+Primaria">LENGUA 1</a><br />
<a href="http://averroes.ced.junta-andalucia.es/carambolo/WEB%20JCLIC2/Medio/Dias%20semanas%20meses/index.htm">Dias de la semana</a>Enriqueta Sarabia Parrashttp://www.blogger.com/profile/13677993088604401971noreply@blogger.com0tag:blogger.com,1999:blog-3765620003817057581.post-15332645022991782502012-04-02T15:42:00.007-07:002012-04-19T13:07:33.596-07:00UNIDAD 11: PUPI EN LA PLAYA<span style="font-size: large;"> A lo largo de esta unidad los alumnos y alumnas deberán:</span><br />
<b><span style="font-size: large;"><br />
</span></b><br />
<b><span style="font-size: large;">ÁREA DE LENGUA CASTELLANA Y LITERATURA</span></b><br />
<span style="font-size: large;"><a href="http://centros2.pntic.mec.es/cp.de.ezcaray/JClic/LENCI1-1/index.htm">Ordenar frases JClic</a> </span><br />
<span style="font-size: large;">1.Leer y comprender textos sencillos. </span><br />
<span style="font-size: large;"><a href="http://www.reglasdeortografia.com/testprimaria1ciclo01.html">Test para medir la velocidad lectora</a> </span><br />
<span style="font-size: large;">2.Reconocer el pronombre personal a utilizar según el verbo al que acompaña. </span><br />
<span style="font-size: large;"><a href="http://cplosangeles.juntaextremadura.net/web/edilim/tercer_ciclo/lengua/los_pronombres_personales/pronombres_personales.html">Pronombres personales hasta la actividad 9</a> </span><br />
<span style="font-size: large;">3.Identificar parejas de palabras que son sinónimos entre sí.</span><br />
<span style="font-size: large;"><a href="http://www.ceipjuanherreraalcausa.es/Recursosdidacticos/PRIMERO/datos/01_lengua/03_Recursos/02_t/actividades/vocabulario/03.htm">Sinónimos anaya</a> </span><br />
<span style="font-size: large;"><a href="http://genmagic.net/repositorio/displayimage.php?pos=-365">Sinónomos y antónimos genmagic</a> </span><br />
<span style="font-size: large;">4.Escribir palabras con ga, go, gu, gue, gui.</span><br />
<span style="font-size: large;"><a href="http://www.ceipjuanherreraalcausa.es/Recursosdidacticos/PRIMERO/datos/01_lengua/03_Recursos/03_t/actividades/lectoescritura/01.htm">Palabras con ge,gi,gue.gui,güe,güi anaya</a> </span><br />
<span style="font-size: large;">5.Preparar un dictado y completar un resumen siguiendo un esquema previo. </span><br />
<span style="font-size: large;">6.Elaborar textos argumentativos con coherencia. </span><br />
<span style="font-size: large;">7.Desarrollar la capacidad de elegir teniendo en cuenta el gusto personal y explicando la elección.</span><br />
<span style="font-size: large;"><a href="http://conteni2.educarex.es/mats/17415/contenido/00/des_LN_01_04_00_presentacion_4.html">Comprensión lectora y atención el jabalí</a> </span><br />
<br />
<b><span style="font-size: large;">ÁREA DE MATEMÁTICAS</span></b><br />
<br />
<span style="font-size: large;"><a href="http://www.usaelcoco.com/">Usa el coco</a> </span><br />
<br />
<span style="font-size: large;">1.Leer, escribir y descomponer hasta el 89.</span><br />
<span style="font-size: large;"><a href="http://clic.xtec.cat/db/jclicApplet.jsp?project=http://clic.xtec.cat/projects/numeradv/jclic/numeradv.jclic.zip&lang=es&title=Numeraci%F3">¿Cómo se lee? JClic</a> </span><br />
<span style="font-size: large;"><a href="http://www.ceipjuanherreraalcausa.es/Recursosdidacticos/PRIMERO/datos/02_Mates/03_Recursos/03_t/actividades/numeros/02.htm">Contar con el ábaco anaya</a> </span><br />
<span style="font-size: large;"><a href="http://www.ceipjuanherreraalcausa.es/Recursosdidacticos/PRIMERO/datos/02_Mates/03_Recursos/03_t/actividades/numeros/01.htm">Series numéricas anaya</a> </span><br />
<span style="font-size: large;"><a href="http://clic.xtec.cat/db/jclicApplet.jsp?project=http://clic.xtec.cat/projects/calcul2es/jclic/calcul2es.jclic.zip&lang=es&title=Juguem+a+comptar+%280+al+99%29">Actividad JClic para unir números y cómo se escriben</a>.</span><br />
<span style="font-size: large;"><a href="http://clic.xtec.cat/db/jclicApplet.jsp?project=http://clic.xtec.cat/projects/mates1p/jclic/mates1p.jclic.zip&lang=es&title=Matem%E1ticas+1%BA+de+primaria+II">Actividad JClic unidades y decenas</a> </span><br />
<span style="font-size: large;">2.Ordenar y comparar números hasta el 89. </span><br />
<span style="font-size: large;"><a href="http://www.ceipjuanherreraalcausa.es/Recursosdidacticos/PRIMERO/datos/02_Mates/03_Recursos/02_t/actividades/numeros/03.htm">Anterior y posterior anaya</a> </span><br />
<span style="font-size: large;">3.Resolver sumas y restas.</span><br />
<span style="font-size: large;"><a href="http://www.ceipjuanherreraalcausa.es/Recursosdidacticos/PRIMERO/datos/02_Mates/03_Recursos/03_t/mates_rdi_trimes_3_t_oper.htm">Sumas y restas anaya</a> </span><br />
<span style="font-size: large;">4.Calcular mentalmente. </span><br />
<span style="font-size: large;">5.Identificar líneas abiertas y cerradas.</span><br />
<span style="font-size: large;"><a href="http://clic.xtec.cat/db/jclicApplet.jsp?project=http://clic.xtec.cat/projects/mates1/jclic/mates1.jclic.zip&lang=es&title=Matem%E1ticas+1%BA+de+primaria">Actividades JClic </a> </span><br />
<span style="font-size: large;">6.Identificar el interior y exterior de una figura, objeto o dibujo.</span><br />
<span style="font-size: large;">7.Eligir la operación que resuelve un problema.</span><br />
<span style="font-size: large;"><a href="http://www.aplicaciones.info/calculo/cpri01_10.htm">Problemas</a> </span><br />
<span style="font-size: large;">8.Resolver un crucigrama. </span><br />
<span style="font-size: large;">9.Seguir profundizando en la comprensión de lo que es un problema. </span><br />
<br />
<b><span style="font-size: large;">ÁREA DE CONOCIMIENTO</span></b><br />
<ol><li><span style="font-size: large;">Investigar y descubre los animales típicos del entorno.<a href="http://andalucianatural.com/component/option,com_zoom/Itemid,102/catid,73/">Fauna de la Sierra Norte</a></span></li>
<li><span style="font-size: large;"><a href="http://florayfaunadeniebla.blogspot.com.es/2011/05/el-ciervo.html">El ciervo</a> </span></li>
<li><span style="font-size: large;">Investigar y descubre las plantas típicas del entorno.<a href="http://andalucianatural.com/component/option,com_zoom/Itemid,102/catid,20/">Plantas de la Sierra Norte</a> </span></li>
<li><span style="font-size: large;">Utilizar distintos medios para buscar información sobre los animales y plantas del entorno.</span></li>
<li><br />
</li>
<li><span style="font-size: large;">Realizar un libro sobre las plantas y animales del entorno. </span></li>
<div id="__ss_12327632" style="width: 425px;"><b style="display: block; margin: 12px 0 4px;"><a href="http://www.slideshare.net/Enrisaravia/presentacin-animales-y-plantas-del-entorno" title="Presentación animales y plantas del entorno">Presentación animales y plantas del entorno</a></b><object height="355" id="__sse12327632" width="425"><param name="movie" value="http://static.slidesharecdn.com/swf/ssplayer2.swf?doc=presentacinanimalesyplantasdelentorno-120409135105-phpapp02&stripped_title=presentacin-animales-y-plantas-del-entorno&userName=Enrisaravia" /><param name="allowFullScreen" value="true"/><param name="allowScriptAccess" value="always"/><param name="wmode" value="transparent"/><embed name="__sse12327632" src="http://static.slidesharecdn.com/swf/ssplayer2.swf?doc=presentacinanimalesyplantasdelentorno-120409135105-phpapp02&stripped_title=presentacin-animales-y-plantas-del-entorno&userName=Enrisaravia" type="application/x-shockwave-flash" allowscriptaccess="always" allowfullscreen="true" wmode="transparent" width="425" height="355"></embed></object>
<div style="padding: 5px 0 12px;">View more <a href="http://www.slideshare.net/">presentations</a> from <a href="http://www.slideshare.net/Enrisaravia">Enrisaravia</a>.</div></div><li><span style="font-size: large;">Investigar sobre los dinosaurios. </span></li>
<li><span style="font-size: large;"><a href="http://clic.xtec.cat/db/jclicApplet.jsp?project=http://clic.xtec.cat/projects/dinos/jclic/dinos.jclic.zip&lang=es&title=Dinosaurios">Actividad JClic </a> </span></li>
<li><span style="font-size: large;"><a href="http://www.cajastur.es/clubdoblea/diviertete/juegos/losdinosaurios.html">El juego de los dinosaurios</a></span></li>
</ol><br />
<iframe allowfullscreen="" frameborder="0" height="315" src="http://www.youtube.com/embed/ax68kL2WhRw" width="420"></iframe><br />
<br />
<iframe allowfullscreen="" frameborder="0" height="315" src="http://www.youtube.com/embed/ZAusPerJmyo" width="420"></iframe><br />
<br />
<iframe allowfullscreen="" frameborder="0" height="315" src="http://www.youtube.com/embed/jsX8cyk9Mf0" width="420"></iframe><br />
<br />
<iframe allowfullscreen="" frameborder="0" height="315" src="http://www.youtube.com/embed/PAV8yT1kWEA" width="420"></iframe><br />
<br />
<a href="http://www.omerique.net/twiki/pub/Recursos/LosDinosaurios/Dinosaurios.html">web actividades sobre dinosaurios</a>Enriqueta Sarabia Parrashttp://www.blogger.com/profile/13677993088604401971noreply@blogger.com0tag:blogger.com,1999:blog-3765620003817057581.post-50089261334404988872012-03-16T11:30:00.006-07:002012-05-31T15:51:11.532-07:00UNIDAD 10: PUPI EN LA NIEVE<div style="font-family: Georgia,"Times New Roman",serif;">
<span style="font-size: large;">En esta unidad perseguiremos los siguientes objetivos:</span></div>
<div style="background-color: blue; font-family: Georgia,"Times New Roman",serif;">
<span style="font-size: large;"><span style="background-color: white;"><span style="background-color: white;">ÁREA DE LENGUA CASTELLANA Y LITERATURA</span><span style="background-color: white;"><span style="background-color: blue;"><span style="background-color: white;"></span></span></span><span style="background-color: white;"></span><span style="background-color: white;"></span></span></span></div>
<div style="font-family: Georgia,"Times New Roman",serif;">
<span style="font-size: large;">1. Leer y comprender textos sencillos: cuentos, descripción de paisajes y poesía. </span><br />
<span style="font-size: large;"><a href="http://conteni2.educarex.es/mats/66005/contenido/">Comprensión lectora de un texto informativo</a> </span></div>
<div style="font-family: Georgia,"Times New Roman",serif;">
<span style="font-size: large;">2. Identificar y usar sílabas trabadas (dr/tr cl/cr, gr/gl) en la lectura, comprensión y producción de frases.</span><br />
<span style="font-size: large;"><a href="http://www.ceipjuanherreraalcausa.es/Recursosdidacticos/SEGUNDO/datos/01_lengua/03_Recursos/01_t/actividades/ortografia/06.htm">Actividades TIC anaya sinfones</a> </span><br />
<span style="font-size: large;"><a href="http://clic.xtec.cat/db/jclicApplet.jsp?project=http://clic.xtec.net/projects/sinfones/jclic/sinfones.jclic.zip&lang=es">Sinfones varios</a> </span><br />
<span style="font-size: large;"><span style="background-color: white;"></span></span></div>
<div style="font-family: Georgia,"Times New Roman",serif;">
<span style="font-size: large;">3. Identificar acciones en pasado, presente y futuro.</span><br />
<span style="font-size: large;"><a href="http://www.juntadeandalucia.es/averroes/carambolo/WEB%20JCLIC2/Agrega/Lengua/Clases%20de%20palabras/contenido/lc008_oa03_es/index.html">Juego teoría de los tiempos verbales</a> </span><br />
<span style="font-size: large;"><a href="http://www.juntadeandalucia.es/averroes/centros-tic/41009470/helvia/aula/archivos/repositorio/0/74/html/datos/01_lengua/03_Recursos/03_t/actividades/gramatica/10.htm">Actividades anaya</a> </span><br />
<span style="font-size: large;"><a href="http://www.genmagic.net/lengua4/pape2c.swf">Actividades con verbos;presenta,pasado y futuro</a> </span><br />
<span style="font-size: large;"><a href="http://contenidos.santillanaenred.com/jukebox/servlet/GetPlayer?p3v=true&xref=200601251845_PRE_0_-1764415184&mode=1&rtc=1001&locale=es_ES&cache=false">Actividades para escribir los tiempos en un diálogo.</a> </span><br />
<span style="font-size: large;"><a href="http://www.xtec.cat/%7Ejgenover/tiempo1.htm">Actividades para escribir los tiempos en huecos</a> </span></div>
<div style="font-family: Georgia,"Times New Roman",serif;">
<span style="font-size: large;">4. Identificar, comprender y usar los aumentativos. </span><br />
<span style="font-size: large;"><a href="http://www.uv.mx/eee/sp_interactivo/sp_interac_old/0046.aumentativos-diminutivos.htm">Actividades para escribir aumentativos y diminutivos</a> </span><br />
<span style="font-size: large;"><a href="http://cplosangeles.juntaextremadura.net/web/edilim/tercer_ciclo/lengua/vocabulario/aumentativos_diminutivos/aumentativos_diminutivos.html">Definición y actividades aumentativos y diminutivos</a> </span></div>
<div style="font-family: Georgia,"Times New Roman",serif;">
<span style="font-size: large;">5. Comprender y aplicar la norma ortográfica de z y c.</span><br />
<span style="font-size: large;"><a href="http://www.educa.jcyl.es/educacyl/cm/gallery/Recursos%20Boecillo/lengua/Cofre1/ejer2.htm">El cofre de las palabras</a></span><br />
<span style="font-size: large;"><a href="http://www.aplicaciones.info/ortogra/ortocz.htm">Actividades ortografia de la z y lz c,</a> </span><br />
<span style="font-size: large;"><a href="http://www.ceipjuanherreraalcausa.es/Recursosdidacticos/SEGUNDO/datos/01_lengua/03_Recursos/02_t/actividades/ortografia/08.htm">Actividades anaya uso de la z y de la c.</a> </span></div>
<div style="font-family: Georgia,"Times New Roman",serif;">
<span style="font-size: large;">6. Elaborar la descripción de un paisaje a partir de una imagen. </span></div>
<div style="font-family: Georgia,"Times New Roman",serif;">
<span style="font-size: large;">7. Dialogar en torno a un tema concreto.</span></div>
<div style="color: red; font-family: Georgia,"Times New Roman",serif;">
</div>
<div style="color: red; font-family: Georgia,"Times New Roman",serif;">
<span style="font-size: large;">ÁREA DE MATEMÁTICAS</span></div>
<div style="font-family: Georgia,"Times New Roman",serif;">
<span style="font-size: large;">1. Reconocer, escribir y descomponer hasta el 79.</span><br />
<span style="font-size: large;"><a href="http://nea.educastur.princast.es/data/cursos/activos/7906/">Contar con el ábaco</a> </span></div>
<div style="font-family: Georgia,"Times New Roman",serif;">
<span style="font-size: large;">2. Calcular mentalmente.</span><br />
<span style="font-size: large;"><a href="http://www.vedoque.com/juegos/escondite.swf">Cálculo juego del escondite</a> </span></div>
<div style="font-family: Georgia,"Times New Roman",serif;">
<span style="font-size: large;">3. Realizar sumas y restas en vertical.</span></div>
<div style="font-family: Georgia,"Times New Roman",serif;">
<span style="font-size: large;">4. Adquirir los conceptos de ayer, hoy y mañana.</span></div>
<div style="font-family: Georgia,"Times New Roman",serif;">
<span style="font-size: large;">5. Conocer las unidades de medida del tiempo: día, semana y mes.<a href="http://clic.xtec.cat/db/act_es.jsp?id=1152">Actividades Jclic dias de la semana y meses del año.</a></span><br />
<span style="font-size: large;"><a href="http://clic.xtec.cat/db/jclicApplet.jsp?project=http://clic.xtec.cat/projects/meditemp/jclic/meditemp.jclic.zip&lang=es&title=Medir+el+tiempo">Jclic medida del tiempo</a> </span><br />
<span style="font-size: large;"><a href="http://www.disfrutalasmatematicas.com/juegos/dia-de-la-semana.html">Para calcular el día de la semana en que nacistes</a> </span></div>
<div style="font-family: Georgia,"Times New Roman",serif;">
<span style="font-size: large;">6. Resolver problemas. </span><br />
<span style="font-size: large;"><a href="http://www.omerique.net/polavide/rec_polavide0708/aplicaciones%20polavide%200708/proyecto%20JClic%200708/rprobl/index.htm">Problemas clic</a> </span><br />
<span style="font-size: large;"><a href="http://ntic.educacion.es/w3//recursos/primaria/lengua_literatura/problemas/index.html#">Juego para la comprensión lectora de problemas</a> </span><br />
<span style="font-size: large;"><a href="http://ntic.educacion.es/w3/eos/MaterialesEducativos/mem2009/problematic/index.html">Problemas problematic</a></span></div>
<div style="font-family: Georgia,"Times New Roman",serif;">
<span style="font-size: large;">7. Obtener información de imágenes y tablas.</span></div>
<div style="font-family: Georgia,"Times New Roman",serif;">
<span style="font-size: large;">8. Seguir profundizando en la comprensión de lo que es un problema: relación entre lo que se sabe (datos) y lo que se quiere calcular (pregunta)</span></div>
<div style="color: #38761d; font-family: Georgia,"Times New Roman",serif;">
<span style="font-size: large;"><br />
</span></div>
<div style="color: #38761d; font-family: Georgia,"Times New Roman",serif;">
<span style="font-size: large;">ÁREA DE CONOCIMIENTO DEL MEDIO</span></div>
<div style="font-family: Georgia,"Times New Roman",serif;">
<span style="font-size: large;">1. Conocer los elementos de un paisaje. </span></div>
<div style="font-family: Georgia,"Times New Roman",serif;">
<span style="font-size: large;">2.<br />
</span><br />
<div id="__ss_370333" style="width: 425px;">
<span style="font-size: large;"><b style="display: block; margin: 12px 0 4px;"><a href="http://www.slideshare.net/guestdbb259/tipos-de-paisajes-370333" target="_blank" title="tipos de paisajes">tipos de paisajes</a></b><b style="display: block; margin: 12px 0pt 4px;"> </b> <iframe frameborder="0" height="355" marginheight="0" marginwidth="0" scrolling="no" src="http://www.slideshare.net/slideshow/embed_code/370333" width="425"></iframe> </span><br />
<div style="padding: 5px 0 12px;">
<span style="font-size: large;">View more <a href="http://www.slideshare.net/" target="_blank">presentations</a> from <a href="http://www.slideshare.net/guestdbb259" target="_blank">guestdbb259</a> </span></div>
</div>
<span style="font-size: large;">Conocer los tipos de paisaje. </span></div>
<div style="font-family: Georgia,"Times New Roman",serif;">
<span style="font-size: large;"><a href="http://aprenderencasa.educ.ar/aprender-en-casa/2%BA%20grado%202%20Paisajes%20naturales%20y%20humanos.pdf">Actividades de ampliación sobre los tipos de paisajes.</a> </span></div>
<div style="font-family: Georgia,"Times New Roman",serif;">
<span style="font-size: large;">3. Reconocer los cambios de un paisaje. </span><br />
<span style="font-size: large;"><a href="http://conteni2.educarex.es/mats/62014/contenido/">Cambios en los paisajes</a> </span></div>
<div style="font-family: Georgia,"Times New Roman",serif;">
<span style="font-size: large;">4. Conocer el origen de un paisaje singular. </span></div>
<div style="font-family: Georgia,"Times New Roman",serif;">
<span style="font-size: large;">5. Construir una maqueta que represente un paisaje y sus elementos. </span></div>
<div style="font-family: Georgia,"Times New Roman",serif;">
<span style="font-size: large;">6. Usar las tecnologías de la información para ampliar y asegurar aprendizajes.</span></div>
<div style="font-family: Georgia,"Times New Roman",serif;">
<span style="font-size: large;">7.- Tomar conciencia del propio aprendizaje. </span></div>
<div style="font-family: Georgia,"Times New Roman",serif;">
<span style="font-size: large;"><br />
</span></div>
<iframe width="420" height="315" src="http://www.youtube.com/embed/1bzcz-6xJyo" frameborder="0" allowfullscreen></iframe>Enriqueta Sarabia Parrashttp://www.blogger.com/profile/13677993088604401971noreply@blogger.com0tag:blogger.com,1999:blog-3765620003817057581.post-9124612792775974062012-03-10T10:20:00.003-08:002012-03-16T10:56:12.542-07:00UNIDAD 9: EL MALVADO PINCHÓNLOS OBJETIVOS QUE NOS PLANTEAMOS DURANTE ESTA UNIDAD SON:<br />
<br />
ÁREA DE LENGUA CASTELLANA Y LITERATURA<br />
<ol><li><span style="font: 7pt "Times New Roman";"> </span>Leer y comprender textos sencillos.<span style="font: 7pt "Times New Roman";"> </span></li>
<li><span style="font: 7pt "Times New Roman";"> </span>Identificar y usar sílabas trabadas (<b style="mso-bidi-font-weight: normal;">pr/pl, bl/br, fr/fl) </b>en la lectura, comprensión y producción de frases.<span style="font: 7pt "Times New Roman";"> </span></li>
<li><span style="font: 7pt "Times New Roman";"><span style="font-size: small;"><a href="http://www.ceipjuanherreraalcausa.es/Recursosdidacticos/PRIMERO/datos/01_lengua/03_Recursos/01_t/actividades/lectoescritura/04.htm">Palabras con bl y br</a></span> </span></li>
<li><span style="font: 7pt "Times New Roman";"><a href="http://www.edu365.cat/primaria/muds/castella/ortografiate/ortografiate4/contenido/lc014_oa02_es/index.html">Poesías con bl y br </a></span></li>
<li><span style="font: 7pt "Times New Roman";"><a href="http://centros3.pntic.mec.es/cp.juan.de.la.cosa/Actividades%20Lengua%20PDI/01/09/02/010902.swf">Reconocimiento de los sinfones pr, pl.</a></span></li>
<li><span style="font: 7pt "Times New Roman";"><a href="http://clic.xtec.cat/db/jclicApplet.jsp?project=http://clic.xtec.net/projects/sinfones/jclic/sinfones.jclic.zip&lang=es">Sinfones pr,pl,br , bl, cr, cl, etc</a></span></li>
<li><span style="font: 7pt "Times New Roman";"><a href="http://www.edu.xunta.es/centros/ceipchanopinheiro/aulavirtual/file.php/3/rsagra/LIM_LENGUA_TEMA_11/leng11.html">Sinfones fl,fl,tr y dr</a></span></li>
<li><span style="font: 7pt "Times New Roman";"> </span>Relacionar verbo con acción.<span style="font: 7pt "Times New Roman";"> </span></li>
<li><span style="font: 7pt "Times New Roman";"> </span>Identificar, comprender y usar los diminutivos<b style="mso-bidi-font-weight: normal;">. </b></li>
<li><b><a href="http://www.ceipjuanherreraalcausa.es/Recursosdidacticos/PRIMERO/datos/01_lengua/03_Recursos/02_t/actividades/vocabulario/04.htm">El diminutivo</a> </b></li>
<li><b><a href="http://www.uv.mx/eee/sp_interactivo/sp_interac_old/2018_DIMINUTIVOS-01.htm">Los diminutivos para escribir</a> </b></li>
<li><span style="font: 7pt "Times New Roman";"></span>Comprender y aplicar la norma ortográfica de <b style="mso-bidi-font-weight: normal;">c y q.</b> </li>
<li> <span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Escribir una invitación según unas pautas. </span></li>
<li><span style="font-family: "Times New Roman","serif"; font-size: 12pt;"><a href="http://centros3.pntic.mec.es/cp.juan.de.la.cosa/Actividades%20Lengua%20PDI/01/13/03/011303.swf">Datos básicos de una invitación</a> </span></li>
<li><span style="font-family: "Times New Roman","serif"; font-size: 12pt;"><a href="http://centros3.pntic.mec.es/cp.juan.de.la.cosa/Actividades%20Lengua%20PDI/01/12/04/011204.swf">La rima</a> </span></li>
</ol><br />
<span style="font-family: "Times New Roman","serif"; font-size: 12pt;">ÁREA DE MATEMÁTICAS</span><br />
<span style="font-family: "Times New Roman","serif"; font-size: 12pt;"> </span> <br />
<ol><li><span style="font: 7pt "Times New Roman";"> </span>Reconocer, escribir y contar hasta el 69. </li>
<li><a href="http://www.ceipjuanherreraalcausa.es/Recursosdidacticos/PRIMERO/datos/02_Mates/03_Recursos/02_t/actividades/numeros/01.htm">Series de números</a> </li>
<li><span style="font: 7pt "Times New Roman";"></span>Descomponer números hasta el 69.</li>
<li><a href="http://www.genmagic.net/mates3/paissatc.swf">Juego de unidades y decenas</a> </li>
<li><span style="font: 7pt "Times New Roman";"></span>Restar y sumar en horizontal y vertical.</li>
<li><a href="http://www.vedoque.com/juegos/escondite.swf?idioma=es">Juego se sumas</a> </li>
<li><span style="font: 7pt "Times New Roman";"></span>Calcular mentalmente</li>
<li><span style="font: 7pt "Times New Roman";"></span>Utilizar gráficos para recoger y procesar información</li>
<li><span style="font: 7pt "Times New Roman";"> </span><span style="letter-spacing: -0.05pt;">Resolver problemas. </span><span style="font-family: "Times New Roman","serif"; font-size: 12pt;"> </span></li>
<li><span style="font-family: "Times New Roman","serif"; font-size: 12pt;"> </span><span lang="es" style="font-family: "Times New Roman","serif"; font-size: 12pt; letter-spacing: -0.05pt;">Formular preguntas que se puedan contestar, según los datos conocidos dados como telegrama.</span></li>
</ol><br />
<span lang="es" style="font-family: "Times New Roman","serif"; font-size: 12pt; letter-spacing: -0.05pt;">ÁREA DE CONOCIMIENTO</span><br />
<span lang="es" style="font-family: "Times New Roman","serif"; font-size: 12pt; letter-spacing: -0.05pt;"> </span> <br />
<div class="Standard" style="margin-left: 0cm; mso-list: l0 level1 lfo1; text-align: justify; text-autospace: none; text-indent: 0cm; text-justify: inter-ideograph;">1.<span style="font: 7pt "Times New Roman";"> </span>Conocer los símbolos que representan el tiempo atmosférico. </div><div class="Standard" style="margin-left: 0cm; mso-list: l0 level1 lfo1; text-align: justify; text-autospace: none; text-indent: 0cm; text-justify: inter-ideograph;">2.<span style="font: 7pt "Times New Roman";"> </span>Identificar los cambios en las plantas según la estación del año. </div><div class="Standard" style="margin-left: 0cm; mso-list: l0 level1 lfo1; text-align: justify; text-autospace: none; text-indent: 0cm; text-justify: inter-ideograph;">3.<span style="font: 7pt "Times New Roman";"> </span>Identificar los comportamientos de los animales según la estación del año. </div><div class="Standard" style="margin-left: 0cm; mso-list: l0 level1 lfo1; text-align: justify; text-autospace: none; text-indent: 0cm; text-justify: inter-ideograph;">4.<span style="font: 7pt "Times New Roman";"> </span>Asociar fenómenos atmosféricos con las estaciones del año.<br />
<a href="http://endrino.pntic.mec.es/%7Ehotp0061/juanjo_prol/index.htm">Preguntas sobre las estaciones del año y días de la semana</a> </div><div class="Standard" style="margin-left: 0cm; mso-list: l0 level1 lfo1; text-align: justify; text-autospace: none; text-indent: 0cm; text-justify: inter-ideograph;">5.<span style="font: 7pt "Times New Roman";"> </span>Contrastar el cambio de pelo de los animales y nuestros cambios al vestir según la época del año. </div><div class="Standard" style="margin-left: 0cm; mso-list: l0 level1 lfo1; text-align: justify; text-autospace: none; text-indent: 0cm; text-justify: inter-ideograph;">6.<span style="font: 7pt "Times New Roman";"> </span>Construir una bandera para comprobar la fuerza y dirección del viento.<br />
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</div><iframe width="420" height="315" src="http://www.youtube.com/embed/RoXEieTejDg" frameborder="0" allowfullscreen></iframe>Enriqueta Sarabia Parrashttp://www.blogger.com/profile/13677993088604401971noreply@blogger.com0tag:blogger.com,1999:blog-3765620003817057581.post-63619863154370100322012-02-12T10:00:00.008-08:002012-03-06T15:38:00.229-08:00UNIDAD 8 LAS PLANTAZULES DE PÙPI<div style="text-align: justify;"> En el área de Lengua Castellana y Literatura el alumnado deberá:</div><div style="text-align: justify;">1. Leer y comprender textos sencillos. <a href="http://www.aplicaciones.info/lectura/lecpeq19.htm">Lecturas y actividades de comprensión lectora</a></div><div style="text-align: justify;">2. Leer y escribir palabras y frases con las grafías y,x ,k, w . </div><div style="text-align: justify;">3. Aplicar la diéresis en las sílabas güe, güi. <a href="http://www.ceipjuanherreraalcausa.es/Recursosdidacticos/PRIMERO/datos/01_lengua/03_Recursos/02_t/lengua_rdi_trimes_2lecto.htm">Palabras con ge-gi-gue-gui- güe y güi.</a><br />
<a href="http://educalim.com/biblioteca/gue-ge-gui-gi/gue-ge-gui-gi.html">Actividad para distinguir entre ge-gi-gue-gui</a> </div><div style="text-align: justify;">4. Usar la rima para completar adivinanzas.<a href="http://www.educa.jcyl.es/educacyl/cm/gallery/Recursos%20Boecillo/lengua/Cofre1/ejer3.htm">Para jugar con las rimas</a></div><div style="text-align: justify;">5. Elaborar y escribe instrucciones y listas de la compra en un contexto. </div><div style="text-align: justify;">6. Aplica la concordancia en género y número entre el nombre y el adjetivo.<a href="http://www.ceipjuanherreraalcausa.es/Recursosdidacticos/PRIMERO/datos/01_lengua/03_Recursos/02_t/lengua_rdi_trimes_2graB.htm"> Concordancia Género</a></div><div style="text-align: justify;">Concordancia número.</div><div style="text-align: justify;"><br />
</div><div style="text-align: justify;">En el área de Matemáticas el alumnado deberá:</div><div style="text-align: justify;">1. Reconocer, escribir y contar hasta el 49.<a href="http://www.ceipjuanherreraalcausa.es/Recursosdidacticos/PRIMERO/datos/02_Mates/03_Recursos/02_t/mates_rdi_trimes_2_t_nume.htm">Series, trabajo con el ábaco, anterior y posterior</a></div><div style="text-align: justify;">2. Descomponer números hasta el 59.<a href="http://educalim.com/biblioteca/numeracion/numeracion.html">Actividades para afianzar conocimientos sobre las unidades y decenas</a></div><div style="text-align: justify;">3. Realizar cálculos mentales.</div><div style="text-align: justify;">4. Inventar y resolver problemas a partir de datos. <br />
5.- Utilizar unos datos conocidos para deducir la o las cuestiones que se pueden realizar. </div><div style="text-align: justify;">5. Utilizar más que y menos que para comparar pesos y capacidades.<a href="http://conteni2.educarex.es/mats/11372/contenido/index2.html">Actividades de refuerzo</a><br />
<a href="http://www.ceipjuanherreraalcausa.es/Recursosdidacticos/TERCERO/datos/03_mates/U09/03.htm">Actividades TIC capacidad anaya</a><br />
<a href="http://contenidos.proyectoagrega.es/visualizador-1/Visualizar/Visualizar.do?idioma=es&identificador=es_20070727_3_0120200&secuencia=false#">Actividades de ampliación sobre la capacidad</a><br />
<a href="http://contenidos.proyectoagrega.es/visualizador-1/Visualizar/Visualizar.do?idioma=es&identificador=es_20070727_3_0120200&secuencia=false#">Actividades de ampliación sobre el peso de los objetos.</a> </div><div style="text-align: justify;">6. Aplicar técnicas para sumas y restas.</div><div style="text-align: justify;">7. Desarrollar la imaginación y recuerdo en el orden de las acciones y ser capaz de contarlas al contrario.<br />
8. Resolución de problemas sencillos se sumas y restas.<a href="http://www.genmagic.net/mates3/problem1c.swf">Actividades problemas</a> </div><div style="text-align: justify;"><a href="https://docs.google.com/viewer?a=v&pid=explorer&chrome=true&srcid=0BzLOUn3jMboxZTE0ZmNhM2QtYWIwMC00NDhjLTkyNGMtNTMxYmI2MmYwNGY2&hl=en&pli=1">Documento para imprimir sobre problemas</a></div><div style="text-align: justify;">En el área de Conocimiento del Medio Natural y Social el alumnado deberá:</div><div style="text-align: justify;">1. Identificar las fases de crecimiento de una planta. </div><div style="text-align: justify;">2. Reconocer y asociar las partes de la planta y sus funciones. Las partes de las plantas<br />
<a href="http://endrino.pntic.mec.es/%7Ehotp0061/r_aller/index.htm">Ejercicios partes de la planta</a><br />
<a href="http://www.ceipjuanherreraalcausa.es/Recursosdidacticos/PRIMERO/datos/03_cmedio/03_Recursos/actividades/3LasPlantas/01.htm">Actividades anaya plantas</a> </div><div style="text-align: justify;">3. Descubrir los cambios de una planta. </div><div style="text-align: justify;">4. Clasificar las frutas según las semillas que tengan.<a href="http://www.pequered.com/juego-plantar-plantas/">Tipos de semillas(inglés)</a> </div><div style="text-align: justify;">5. Diferenciar los tipos de plantas. <a href="http://www.ceipjuanherreraalcausa.es/Recursosdidacticos/PRIMERO/datos/03_cmedio/03_Recursos/actividades/3LasPlantas/act2.htm">Tipos de plantas</a><br />
<a href="http://www.genmagic.net/natural/plant1c.swf">Partes plantas.genmagic.</a> </div><div style="text-align: justify;">6. Comprobar la dirección de crecimiento de las plantas.<br />
Día de Andalucía <a href="http://www.juntadeandalucia.es/averroes/%7E14005055/spip/spip.php?article171">Actividades para conocer el día de Andalucía</a> </div><a href="http://www.juntadeandalucia.es/averroes/averroes/html/adjuntos/2007/09/28/0008/personajes.htm">Actividades día de Andalucía de la Junta</a><br />
<a href="http://endrino.pntic.mec.es/%7Ehotp0055/juangambero/andalucia/index.htm">Actividades sobre Andalucía</a><br />
<br />
INGLÉS <a href="http://ares.cnice.mec.es/inglesep/a/index.html">Actividades diversas</a><br />
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<iframe allowfullscreen="" frameborder="0" height="315" src="http://www.youtube.com/embed/Yp0l2Fk3hdo" width="420"></iframe>Enriqueta Sarabia Parrashttp://www.blogger.com/profile/13677993088604401971noreply@blogger.com0tag:blogger.com,1999:blog-3765620003817057581.post-11652424302583427882012-01-29T15:04:00.000-08:002012-02-02T15:51:51.959-08:00UNIDAD 7: ALOE AL RESCATEEn esta unidad 7 los alumnos y alumnas de 1º deberán:<br />
<br />
<span style="font-size: large;">En el área de Lengua Castellana y Literatura</span><br />
1. Leer y comprender textos sencillos. <br />
2. Realizar correctamente la correspondencia entre los fonemas y grafías ll, ch, z, LL, CH, Z <br />
3. Aplicar las grafías c y z según la vocal que las sucede. <br />
4. Usar los adjetivos en oraciones con estar, en concordancia en género y número con el nombre. <br />
5. Elaborar un diálogo entre dos personajes con una estructura correcta. <br />
6. Reconocer palabras que dan musicalidad a un poema.<br />
<a href="http://www.ceipjuanherreraalcausa.es/Recursosdidacticos/PRIMERO/datos/01_lengua/03_Recursos/02_t/lengua_rdi_trimes_2_t.htm">Actividades de las letras</a><br />
<a href="http://boj.pntic.mec.es/jverdugo/lectoescritura.htm#LETRA%20M">Actividades letras</a><br />
<a href="http://www.educa.jcyl.es/educacyl/cm/gallery/Recursos%20Boecillo/lengua/Cofre1/ejer2.htm">Actividades za-zo-zu-ce-ci</a><br />
<a href="http://www.ceipjuanherreraalcausa.es/Recursosdidacticos/PRIMERO/datos/01_lengua/03_Recursos/02_t/lengua_rdi_trimes_2_t.htm">Actividades interactivas que favorecen el afianzamiento de los aprendizajes</a><br />
<span style="font-size: large;">En el área de Matemáticas</span><br />
1. Reconocer, escribir y contar hasta el 49. <br />
2. Realizar cálculos mentales.<br />
3. Realizar sumas y restas de números de dos cifras en vertical. <br />
4. Reconocer líneas rectas y curvas<br />
5. Resolver problemas.<br />
6. Adquirir los conceptos de entero y mitad. <br />
7. Comparar y ordenar números. <a href="http://math.cilenia.com/comparison/es">Practica</a><br />
8. Desarrollar la capacidad de imaginar y recordar en orden acciones y ser capaz de contarlas al contrario.<br />
9. Formular correctamente preguntas que se puedan contestar, teniendo en cuenta los datos conocidos que se dan en forma de telegrama.<br />
<a href="http://www2.gobiernodecanarias.org/educacion/17/WebC/eltanque/fichascalculo/serie_41_45s.html">Para calcular más rápido</a><br />
<a href="http://www.interpeques2.com/trabajos/actividades/problemasmenu.htm">Problemas</a><br />
Actividades interactivas que favorecen el afianzamiento de los aprendizajes <span id="goog_721924303"></span><span id="goog_721924304"></span><a href="http://www.blogger.com/"></a><a href="http://www.ceipjuanherreraalcausa.es/Recursosdidacticos/PRIMERO/datos/02_Mates/03_Recursos/02_t/mates_rdi_trimes_2_t.htm">Actividades</a><br />
<a href="http://clic.xtec.cat/db/jclicApplet.jsp?project=http://clic.xtec.cat/projects/mates1/jclic/mates1.jclic.zip&lang=es&title=Matem%C3%A1ticas+1%C2%BA+de+primaria">Decenas y unidades</a><br />
<br />
<span style="font-size: large;">En el área de Con<span id="goog_721924344"></span><span id="goog_721924345"></span><a href="http://www.blogger.com/"></a>ocimiento.</span><br />
1. Identificar un animal siguiendo las pistas.<br />
2. Conocer la relación entre las características de los animales y su hábitat. <br />
3.- Buscar información sobre distintos animales y completar fichas.<br />
4.- Describir animales dando respuesta a su nombre, su aspecto físico, tipo de animal, cómo nace, qué come, cómo se desplaza y la relación de estas características con el medio en el que vive.<br />
Aquí os dejo una dirección donde los alumnos/as pueden aprender jugando <a href="http://contenidos.proyectoagrega.es/visualizador-1/Visualizar/Visualizar.do?idioma=es&identificador=es_2009063012_7240061&secuencia=false">Los animales vertebrados</a><br />
<a href="http://www.ceipjuanherreraalcausa.es/Recursosdidacticos/PRIMERO/datos/03_cmedio/03_Recursos/actividades/2losAnimales/01.htm">Diversas actividades interactivas sobre Los animales</a><br />
<div style="text-align: justify;">Además celebraremos el día de la Paz y de la Candelaria en nuestro cole el día 4 de febrero. Para estos acontecimientos dialogaremos sobre la paz y las actitudes que favorecen convivir en paz y aquellas otras que nos llevan a la guerra o a los conflictos con nuestros compañeros y compañeras. En una hoja plasmaremos nuestros deseos de paz que el día 4 colgaremos en un árbol en el patio y, por otro lado, meteremos en una caja aquellas actitudes que nos llevan a estar en conflicto o a la guerra con quienes nos rodean y posteriormente los quemaremos en la candela que realizaremos en el patio. Cantaremos sandingas y comeremos chocolate y sopaipas para celebrar la Candelaria.</div><div style="text-align: justify;">En relación a la Paz estamos aprendiendo dos canciones, La Muralla de Ana Belén y Los niños queremos la paz. </div>Enriqueta Sarabia Parrashttp://www.blogger.com/profile/13677993088604401971noreply@blogger.com0tag:blogger.com,1999:blog-3765620003817057581.post-55041487847865863922012-01-08T17:30:00.000-08:002012-01-08T17:31:38.916-08:00ESCULTURASEl <b>Peine del Viento </b>es un conjunto de esculturas de <u style="color: black;"><a href="http://es.wikipedia.org/wiki/Eduardo_Chillida" title="Eduardo Chillida">Eduardo Chillida</a>,</u> siendo probablemente su obra más importante y conocida.<br />
Se encuentra situado en un extremo de la <a class="mw-redirect" href="http://es.wikipedia.org/wiki/Bah%C3%ADa_de_la_Concha" title="Bahía de la Concha">bahía de la Concha</a>, , en <a href="http://es.wikipedia.org/wiki/San_Sebasti%C3%A1n" title="San Sebastián">San Sebastián</a>, <a href="http://es.wikipedia.org/wiki/Pa%C3%ADs_Vasco" title="País Vasco">País Vasco, Esdpaña</a>. Está compuesto por tres esculturas de <a href="http://es.wikipedia.org/wiki/Acero" title="Acero">acero</a>, incrustadas en unas rocas que dan al <a href="http://es.wikipedia.org/wiki/Mar_Cant%C3%A1brico" title="Mar Cantábrico">mar Cantábrico</a>, cuyas olas las azotan.<br />
<br />
La obra fue finalizada en <a href="http://es.wikipedia.org/wiki/1976" title="1976">1976</a>. Además de las esculturas, se acondicionó una zona en los alrededores de las mismas con unas salidas de aire y agua que se abastecen de las olas que rompen contra las rocas y las esculturas.<br />
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<img alt="" 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" /><br />
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</div><div style="text-align: left;">El <i><b>Moisés</b></i> es una <a href="http://es.wikipedia.org/wiki/Escultura" title="Escultura">escultura</a> de mármol, obra de <a class="mw-redirect" href="http://es.wikipedia.org/wiki/Miguel_%C3%81ngel_Buonarroti" title="Miguel Ángel Buonarroti">Miguel Ángel </a>(<a href="http://es.wikipedia.org/wiki/1513" title="1513">1513</a>-<a href="http://es.wikipedia.org/wiki/1515" title="1515">1515</a>), centrada en la figura <a href="http://es.wikipedia.org/wiki/Biblia" title="Biblia">bíblica</a> de <a href="http://es.wikipedia.org/wiki/Mois%C3%A9s" title="Moisés">Moisés</a>. Originariamente concebida para la tumba del papa <a href="http://es.wikipedia.org/wiki/Julio_II" title="Julio II">Julio II</a> en la <a href="http://es.wikipedia.org/wiki/Bas%C3%ADlica_de_San_Pedro" title="Basílica de San Pedro">Basílica de San Pedro</a>, el <i>Moisés</i> y la tumba se colocaron finalmente en la iglesia menor de <a href="http://es.wikipedia.org/wiki/San_Pietro_in_Vincoli" title="San Pietro in Vincoli">San Pietro in Vincoli</a>,en Roma. </div><div style="text-align: left;"> <img alt="" 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" /></div>Enriqueta Sarabia Parrashttp://www.blogger.com/profile/13677993088604401971noreply@blogger.com0tag:blogger.com,1999:blog-3765620003817057581.post-50093885720001197782012-01-08T14:49:00.001-08:002012-02-23T11:41:42.600-08:00UNIDAD 6: LILA Y LOS PERRITOSA lo lardo de esta unidad los alumnos y alumnas de 1º deberán deberán ser capaces de:<br />
<b>En en área de Lengua Castellana y Literatura:</b><br />
<ol><li>Localizar información en las lecturas propuestas y comprender las imágenes y el vocabulario de los textos.y dándole la entonación adecuada.</li>
<li>Expresar vivencias personales con coherencia y siguiendo una secuencia lógica.</li>
<li>Resumir brevemente un cuento de forma oral y escrita.</li>
<li>Leer poesías de manera comprensiva.</li>
<li>Leer y escribir palabras y frases que contengan las grafías v, ñ, j, ge, gi, gue y gui.</li>
<li>Escribir correctamente palabras con ge, gi, gue, gui, asociando cada sílaba con su sonido.</li>
<li>Componer oraciones con ser, en las que haya concordancia entre nombre y adjetivo.</li>
<li>Identificar adjetivos quie indican cualidades.</li>
<li>Completar oraciones con palabras teniendo en cuenta la rima.</li>
<li>Completar la ficha de un animal a partir de un texto informativo previo.</li>
<li>Expresar ideas sobre un juego. </li>
</ol><b>En el área de Matemáticas</b>:<br />
<ol><li>Leer, escribir y descomponer números hasta el 39.</li>
<li>Continuar la serie +1 y +2.</li>
<li>Sumar y memorizar números iguales menores de 9.</li>
<li>Sumar números de dos cifras en vertical.</li>
<li>Medir objetos con unidades corporales de longitud.</li>
<li>Elegir la unidad adecuada para realizar una medición.<a href="http://recursostic.educacion.es/primaria/cifras/web/a/3/ca3_01.html">Unidades de medida corporales</a> </li>
<li><a href="http://contenidos.proyectoagrega.es/visualizador-1/Visualizar/Visualizar.do?idioma=es&identificador=es_20070727_3_0120200&secuencia=false#">Actividades unidades de medida corporales</a> </li>
<li>Comprender los datos y elegir la operación que resuelve un problema.</li>
<li> Formular correctamente preguntas que se puedan contestar, teniendo en cuenta los datos conocidos que se dan en forma de telegrama. </li>
<li>Encontrar el número anterior y posterior a un número dado.</li>
<li>Reproducir una figura para que sea igual a una dada.</li>
<li>Leer e interpretar imágenes, gráficos, representaciones, etc.</li>
</ol><b>En el área de Conocimiento del Medio Natural y Social</b>:<br />
<br />
<ol><li>Reconocer animales carnívoros y herbívoros.</li>
<li>Identificar qué animales usan las patas, las alas o las aletas para desplazarse.</li>
<li>Relacionar patas con andar; alas con volar y aletas con nadar.</li>
<li>Identificar animales vivíparos y ovíparos</li>
<li>Reconocer animales salvajes y domésticos.</li>
<li>Identificar lo que nos proporcionan los animales domésticos.</li>
<li>Completar la ficha de un animal a partir de un texto informativo previo.</li>
<li>Inventar un animal y escribir su ficha.</li>
<li>Relacionar algunos animales con el grupo al que pertenecen: mamíferos, aves, anfibios, reptiles, peces e insectos.</li>
<li>Dibujar un animal que no existe en realidad de forma detallada.</li>
<li>Identificar el grupo al cual pertenece el avestruz.</li>
<li> Encontrar semejanzas y diferencias entre el avestruz y otras aves conocidas.</li>
<li>Reflexionar sobre la importancia de ser rápido y llegar primero en el avestruz y nosotros.</li>
<li>Encontrar imágenes e información sobre los animales. Elaborar las fichas.</li>
<li> Responder un cuestionario utilizando la información de las fichas.</li>
<li>Comunicar a los compañeros lo que sabe sobre los animales.</li>
<li>Resolver las actividades interactivas de la unidad.</li>
</ol><b>En E. Plástica:</b><br />
<ol><li> Identificar y valorar el trabajo del escultor.</li>
<li>Reconocer los materiales que utiliza el escultor. </li>
<li>Usar las nuevas tecnologías, para observar las características de obras plásticas y crear otras nuevas.</li>
<li>Buscar y seleccionar información sobre manifestaciones artísticas: Land Art.</li>
</ol>Enriqueta Sarabia Parrashttp://www.blogger.com/profile/13677993088604401971noreply@blogger.com0tag:blogger.com,1999:blog-3765620003817057581.post-54703091138987698222011-11-26T14:21:00.000-08:002011-11-26T14:21:40.441-08:00UNIDAD 5: EL DESEO DE PUPIEn esta unidad los alumnos y alumnas deberán:<br />
<br />
<span style="font-size: large;">En el área de lengua Castellana y Literatura</span><br />
<ol><li>Leerá y comprende textos sencillos, cómics, poesías, cuentos, etc. </li>
<li>Leerá y escribirá palabras y frases con las grafías r,rr,g. </li>
<li>Conocerá el uso del artículo un, uno, unos, unas utilizando la concordancia de género y número con el nombre. </li>
<li> Leerá y comprenderá un villancico.</li>
<li>Escribirá una felicitación navideña. </li>
</ol><br />
<span style="font-size: large;">En el área de Matemáticas</span><br />
<ol><li><div class="Standard" style="margin: 0cm 0cm 0pt 35.45pt; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18pt; text-justify: inter-ideograph;"><span style="color: black; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Reconocerá, escribirá y cuentará hasta el 29.</span></div></li>
<li><div class="Standard" style="margin: 0cm 0cm 0pt 35.45pt; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18pt; text-justify: inter-ideograph;"><span style="color: black; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Reconocerá el valor de la posición de los números.</span></div></li>
<li><div class="Standard" style="margin: 0cm 0cm 0pt 35.45pt; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18pt; text-justify: inter-ideograph;"><span style="color: black; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;"><span style="font: 7pt "Times New Roman";"> </span></span></span><span style="color: black; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Realizará sumas y restas en horizontal y vertical. </span></div></li>
<li><div class="Standard" style="margin: 0cm 0cm 0pt 35.45pt; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18pt; text-justify: inter-ideograph;"><span style="mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;"><span style="font: 7pt "Times New Roman";"> </span></span></span><span style="color: black; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Realizará series sumando dos a un número dado.</span></div></li>
<li><div class="Standard" style="margin: 0cm 0cm 0pt 35.45pt; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18pt; text-justify: inter-ideograph;"><span style="mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;"><span style="font: 7pt "Times New Roman";"> </span></span></span><span style="color: black; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Reconocerá la derecha y la izquierda. </span></div></li>
<li><div class="Standard" style="margin: 0cm 0cm 0pt 35.45pt; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18pt; text-justify: inter-ideograph;"><span style="mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;"><span style="font: 7pt "Times New Roman";"> </span></span></span><span style="color: black; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Utilizará datos para resolver problemas de suma y resta. </span></div></li>
<li><div class="Standard" style="margin: 0cm 0cm 0pt 35.45pt; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18pt; text-justify: inter-ideograph;"><span style="color: black; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"></span><span style="mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;"><span style="font: 7pt "Times New Roman";"> </span></span></span><span style="color: black; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Compara los números según la relación mayor y menor que. </span></div></li>
<li><span style="font-family: "Times New Roman", "serif"; font-size: 12pt; mso-ansi-language: ES; mso-bidi-font-family: Mangal; mso-bidi-language: HI; mso-fareast-font-family: SimSun; mso-fareast-language: ZH-CN; mso-font-kerning: 1.5pt;"> Desarrollará la capacidad de rebobinar acciones en situaciones cotidianas. </span></li>
</ol><br />
<span style="font-family: "Times New Roman", "serif"; mso-ansi-language: ES; mso-bidi-font-family: Mangal; mso-bidi-language: HI; mso-fareast-font-family: SimSun; mso-fareast-language: ZH-CN; mso-font-kerning: 1.5pt;"><span style="font-size: large;">En el área de Conocimiento del Medio </span></span><br />
<span style="font-family: "Times New Roman", "serif"; font-size: 12pt; mso-ansi-language: ES; mso-bidi-font-family: Mangal; mso-bidi-language: HI; mso-fareast-font-family: SimSun; mso-fareast-language: ZH-CN; mso-font-kerning: 1.5pt;"><ol><li><div class="Standard" style="margin: 0cm 0cm 0pt; mso-list: l0 level1 lfo1; text-align: justify; text-indent: 0cm; text-justify: inter-ideograph;"><span style="color: black; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;"><span style="font: 7pt "Times New Roman";"> </span></span></span><span style="color: black; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Identificará las diferentes manifestaciones culturales. </span></div></li>
<li><span style="color: black; font-family: "Times New Roman", "serif"; font-size: 12pt; mso-ansi-language: ES; mso-bidi-language: HI; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ZH-CN; mso-font-kerning: 1.5pt;">Conocerá la forma de celebrar las fiestas navideñas, costumbres en nuestro entorno y las comparará con otras de otros lugares más lejanos. </span></li>
<li><span style="color: black; font-family: "Times New Roman", "serif"; font-size: 12pt; mso-ansi-language: ES; mso-bidi-language: HI; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ZH-CN; mso-font-kerning: 1.5pt;">Sabrá localizar en el calendario las fechas más importantes de las fiestas Navideñas.</span></li>
<li><span style="color: black; font-family: "Times New Roman", "serif"; font-size: 12pt; mso-ansi-language: ES; mso-bidi-language: HI; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ZH-CN; mso-font-kerning: 1.5pt;">Se iniciará en el conocimiento de la Constitución, su función,estructura, los símbolos de España y su aniversario.</span></li>
</ol><span style="color: black; font-family: "Times New Roman", "serif"; mso-ansi-language: ES; mso-bidi-language: HI; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ZH-CN; mso-font-kerning: 1.5pt;"><span style="font-size: large;">En el área de Expresión Artística (Plástica).</span></span><br />
<ol><li><span style="color: black; font-family: "Times New Roman", "serif"; font-size: 12pt; mso-ansi-language: ES; mso-bidi-language: HI; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ZH-CN; mso-font-kerning: 1.5pt;"></span><span style="color: black; font-family: "Times New Roman", "serif"; font-size: 12pt; mso-ansi-language: ES; mso-bidi-language: HI; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ZH-CN; mso-font-kerning: 1.5pt;"><span style="mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;"><span style="font: 7pt "Times New Roman";"> </span></span></span>Observará, analizará y estudiará una obra pictórica sobre el invierno de René Magritte y el estilo surrealista de este autor, mediante la reproducción de alguna de sus obras.</span></li>
<li><span style="font-family: "Times New Roman", "serif"; font-size: 12pt; mso-ansi-language: ES; mso-bidi-font-family: Mangal; mso-bidi-language: HI; mso-fareast-font-family: SimSun; mso-fareast-language: ZH-CN; mso-font-kerning: 1.5pt;">Explorará las posibilidades expresivas de diferentes técnicas, experimentando con ceras blandas y sus mezclas, la acuarela y témperas. </span></li>
</ol></span>Enriqueta Sarabia Parrashttp://www.blogger.com/profile/13677993088604401971noreply@blogger.com0tag:blogger.com,1999:blog-3765620003817057581.post-82145917017686659312011-11-26T13:19:00.001-08:002011-11-26T13:19:30.069-08:00LA CONSTITUCIÓN ESPAÑOLA<div style="width:425px" id="__ss_10344159"><strong style="display:block;margin:12px 0 4px"><a href="http://www.slideshare.net/lincepepe/presentacin-dia-constitucin-10344159" title="Presentación dia constitución" target="_blank">Presentación dia constitución</a></strong> <iframe src="http://www.slideshare.net/slideshow/embed_code/10344159" width="425" height="355" frameborder="0" marginwidth="0" marginheight="0" scrolling="no"></iframe> <div style="padding:5px 0 12px">View more <a href="http://www.slideshare.net/" target="_blank">presentations</a> from <a href="http://www.slideshare.net/lincepepe" target="_blank">lincepepe</a> </div></div>Enriqueta Sarabia Parrashttp://www.blogger.com/profile/13677993088604401971noreply@blogger.com0tag:blogger.com,1999:blog-3765620003817057581.post-23269728330314992082011-11-15T15:44:00.001-08:002011-11-15T15:49:07.851-08:00René Magritte<div style="width:425px" id="__ss_10176947"><strong style="display:block;margin:12px 0 4px"><a href="http://www.slideshare.net/lincepepe/presentacin-de-ren-magritte-10176947" title="Presentación de rené magritte ">Presentación de rené magritte </a></strong><object id="__sse10176947" width="425" height="355"><param name="movie" value="http://static.slidesharecdn.com/swf/ssplayer2.swf?doc=presentacinderenmagritte-copia-111115174039-phpapp02&stripped_title=presentacin-de-ren-magritte-10176947&userName=lincepepe" /><param name="allowFullScreen" value="true"/><param name="allowScriptAccess" value="always"/><embed name="__sse10176947" src="http://static.slidesharecdn.com/swf/ssplayer2.swf?doc=presentacinderenmagritte-copia-111115174039-phpapp02&stripped_title=presentacin-de-ren-magritte-10176947&userName=lincepepe" type="application/x-shockwave-flash" allowscriptaccess="always" allowfullscreen="true" width="425" height="355"></embed></object><div style="padding:5px 0 12px">View more <a href="http://www.slideshare.net/">presentations</a> from <a href="http://www.slideshare.net/lincepepe">lincepepe</a>.</div></div><iframe width="420" height="315" src="http://www.youtube.com/embed/f0vmMoRMiUw" frameborder="0" allowfullscreen></iframe>Enriqueta Sarabia Parrashttp://www.blogger.com/profile/13677993088604401971noreply@blogger.com0tag:blogger.com,1999:blog-3765620003817057581.post-31642335809665019052011-11-02T13:58:00.000-07:002011-11-15T12:24:18.381-08:00UNIDAD 4: EN CASA DE ROSYA lo largo de esta unidad los alumnos y alumnas deberán:<br />
<br />
EN EL ÁREA DE LENGUA CASTELLANA Y LITERATURA<br />
1. Leer y comprender textos sencillos. <br />
2. Realizar correctamente la correspondencia entre los fonemas y grafías b, c, q, B, C, Q. <br />
3. Conocer el uso del artículo determinado el, la, los, las utilizando la concordancia de género y número con el nombre. <br />
4. Identificar las rimas entre palabras.<br />
5. Identificar y conocer cómo se elabora un menú. <br />
<br />
EN EL ÁREA DE MATEMÁTICAS<br />
<div class="Standard" style="margin: 0cm 0cm 0pt 35.45pt; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18pt; text-justify: inter-ideograph;"><span style="color: black; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">1.<span style="font-family: "Times New Roman";"> </span></span></span><span style="color: black; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Reconocer, escribir y contar hasta<span style="mso-spacerun: yes;"> </span>el 19. </span></div><div class="Standard" style="margin: 0cm 0cm 0pt 35.45pt; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18pt; text-justify: inter-ideograph;"><span style="color: black; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">2.<span style="font-family: "Times New Roman";"> </span></span></span><span style="color: black; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Reconocer el valor de la posición de los números.</span></div><div class="Standard" style="margin: 0cm 0cm 0pt 35.45pt; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18pt; text-justify: inter-ideograph;"><span style="color: black; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">3.<span style="font-family: "Times New Roman";"> </span></span></span><span style="color: black; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Utilizar el algoritmo de la suma y la resta para resolver problemas de la vida cotidiana. </span></div><div class="Standard" style="margin: 0cm 0cm 0pt 35.45pt; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18pt; text-justify: inter-ideograph;"><span style="color: black; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">4.<span style="font-family: "Times New Roman";"> </span></span></span><span style="color: black; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Utilizar el concepto de medida para comparar cantidades.</span></div><div class="Standard" style="margin: 0cm 0cm 0pt 35.45pt; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18pt; text-justify: inter-ideograph;"><span style="color: black; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">5.<span style="font-family: "Times New Roman";"> </span></span></span><span style="color: black; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Identificar formas geométricas en el entorno cultural.</span></div><div class="Standard" style="margin: 0cm 0cm 0pt 35.45pt; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18pt; text-justify: inter-ideograph;"><span style="mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">6.<span style="font-family: "Times New Roman";"> </span></span></span><span style="letter-spacing: -0.05pt; mso-bidi-font-style: italic;">C</span><span lang="es" style="letter-spacing: -0.05pt; mso-ansi-language: #000A; mso-bidi-font-style: italic;">omprender y expresar el carácter</span><span lang="es" style="letter-spacing: -0.05pt; mso-bidi-font-style: italic;"> </span><span lang="es" style="letter-spacing: -0.05pt; mso-ansi-language: #000A; mso-bidi-font-style: italic;">"reversible/alternativo al describir situaciones espaciales, numéricas y/o</span><span lang="es" style="letter-spacing: -0.05pt; mso-bidi-font-style: italic;"> </span><span lang="es" style="letter-spacing: -0.05pt; mso-ansi-language: #000A; mso-bidi-font-style: italic;">relaciónales.</span></div><br />
EN EL ÁREA DE CONOCIMIENTO DEL MEDIO<br />
<div class="Standard" style="margin: 0cm 0cm 0pt; mso-list: l0 level1 lfo1; text-align: justify; text-indent: 0cm; text-justify: inter-ideograph;"><span style="color: black; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">1.<span style="font-family: "Times New Roman";"> </span></span></span><span style="color: black; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Expresar oralmente las vivencias de los hábitos alimentarios y la convivencia.</span></div><div class="Standard" style="margin: 0cm 0cm 0pt; mso-list: l0 level1 lfo1; text-align: justify; text-indent: 0cm; text-justify: inter-ideograph;"><span style="color: black; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">2.<span style="font-family: "Times New Roman";"> </span></span></span><span style="color: black; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Agrupar los alimentos según su forma de consumo.</span></div><div class="Standard" style="margin: 0cm 0cm 0pt; mso-list: l0 level1 lfo1; text-align: justify; text-indent: 0cm; text-justify: inter-ideograph;"><span style="color: black; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">3.<span style="font-family: "Times New Roman";"> </span></span></span><span style="color: black; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Identificar el origen de los alimentos.</span></div><div class="Standard" style="margin: 0cm 0cm 0pt; mso-list: l0 level1 lfo1; text-align: justify; text-indent: 0cm; text-justify: inter-ideograph;"><span style="color: black; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">4.<span style="font-family: "Times New Roman";"> </span></span></span><span style="color: black; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Conocer cómo se elaboran algunos alimentos. </span></div><div class="Standard" style="layout-grid-mode: char; line-height: 16pt; margin: 0cm 0cm 0pt; mso-line-height-rule: exactly; mso-list: l0 level1 lfo1; text-align: justify; text-indent: 0cm; text-justify: inter-ideograph;"><span style="mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">5.<span style="font-family: "Times New Roman";"> </span></span></span><span style="color: black; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Reflexionar sobre la conservación de alimentos.</span></div><div class="Standard" style="layout-grid-mode: char; line-height: 16pt; margin: 0cm 0cm 0pt; mso-line-height-rule: exactly; mso-list: l0 level1 lfo1; text-align: justify; text-indent: 0cm; text-justify: inter-ideograph;"><span style="mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">6.<span style="font-family: "Times New Roman";"> </span></span></span><span style="color: black; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Realizar un menú con primer y segundo plato, postre y </span><span style="color: black; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">. </span></div><div class="Standard" style="layout-grid-mode: char; line-height: 16pt; margin: 0cm 0cm 0pt; mso-line-height-rule: exactly; mso-list: l0 level1 lfo1; text-align: justify; text-indent: 0cm; text-justify: inter-ideograph;"><span style="mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">7.<span style="font-family: "Times New Roman";"> </span></span></span><span style="color: black; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Asociar alimentos, fiestas y tradiciones. </span></div><div class="Standard" style="layout-grid-mode: char; line-height: 16pt; margin: 0cm 0cm 0pt; mso-line-height-rule: exactly; mso-list: l0 level1 lfo1; text-align: justify; text-indent: 0cm; text-justify: inter-ideograph;"><span style="mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">8.<span style="font-family: "Times New Roman";"> </span></span></span><span style="color: black; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Relacionar la alimentación sana con la salud.</span></div><iframe width="420" height="315" src="http://www.youtube.com/embed/_puR8aqt3P8" frameborder="0" allowfullscreen></iframe><br />
<br />
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<iframe width="420" height="315" src="http://www.youtube.com/embed/kG0n4DKMI2M" frameborder="0" allowfullscreen></iframe>Enriqueta Sarabia Parrashttp://www.blogger.com/profile/13677993088604401971noreply@blogger.com0tag:blogger.com,1999:blog-3765620003817057581.post-78022636685047697212011-11-02T13:49:00.000-07:002011-11-02T13:51:36.875-07:00INTERPRETACIÓN DE LOS ALUMNOS/AS DE 1º DE ESCHER<iframe width="420" height="315" src="http://www.youtube.com/embed/RYlEmw3cZfk" frameborder="0" allowfullscreen></iframe>Enriqueta Sarabia Parrashttp://www.blogger.com/profile/13677993088604401971noreply@blogger.com0tag:blogger.com,1999:blog-3765620003817057581.post-17574933523094721892011-10-16T05:35:00.001-07:002012-03-17T14:43:37.352-07:00UNIDAD 3 : COQUE Y LOS PAÑUELOS<div style="text-align: justify;"><span style="font-size: large;"><b>INFORMACIÓN A LAS FAMILIAS:</b> </span></div><ul><li><div style="text-align: justify;"><span style="font-size: large;">A partir del lunes 17 de Octubre comenzamos a leer la Ensalada de Letras EN CLASE, por lo que los alumnos/as deben traer el libro.</span></div></li>
</ul><div style="text-align: justify;"><br />
</div><ul><li><div style="text-align: justify;"><span style="font-size: large;">Rogamos pongan cuidado en el hecho de que los alumnos/as no se dejen en casa el material necesario para trabajar en clase: cuadernos, Conecta con Pupi, Cuadernillos, Libros de lectura y material fungible (lápiz, goma, colores, etc).</span></div></li>
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</div><div style="text-align: justify;"><b><span style="font-size: large;">A lo largo de esta unidad los alumnos deberán: </span></b><br />
<div style="text-align: justify;"><br />
</div><div style="text-align: justify;"><span style="font-size: large;"><b>EN EL ÁREA DE LENGUA CASTELLANA Y LITERATURA. </b></span> </div><div></div><br />
<div style="text-align: justify;"><span style="font-size: large;">1. Leer y comprender textos sencillos:cómic y poesías. </span><br />
<div style="text-align: justify;"><span style="font-size: large;">1. Reconocer, escribir y contar hasta el 10. </span></div><div>2. Aplicar el algoritmo de la resta para resolver situaciones o problemas cotidianos.</div><div>3. Aplicar conceptos de medida de longitudes para comparar objetos. </div><div>4. Distinguir y utilizar los conceptos de largo, corto, ancho y alto.</div><div>5. Desarrollar la capacidad para comprender y expresar el carácter "reversible/alternativo" que se puede dar al describir situaciones espaciales, numéricas y/o relaciónales.</div><div></div><div><b>EN EL ÁREA DE CONOCIMIENTO DEL MEDIO NATURAL Y SOCIAL.</b></div><br />
<div style="text-align: justify;"><span style="font-size: large;"><b></b></span><br />
<div style="text-align: justify;"><span style="font-size: large;">1. Aprender el nombre de los sentidos y conocer sus órganos. </span></div><div>2. Identificar las sensaciones y los sentidos que los perciben.</div><div>3. Tomar conciencia de la necesidad de cuidar nuestros sentidos.</div><div>4. Reflexionar sobre actitudes solidarias. </div><div>5. Extraer información en soportes y formatos.</div><div>6. Tomar conciencia del aprendizaje.</div></div><div> </div></div><div>2. Realizar correctamente la correspondencia entre los fonemas y grafías n, f, h, N, F, H.<br />
<a href="http://www.aplicaciones.info/ortogra2/ortomn.htm">Uso de la m y de la n.</a> </div><div>3. Conocer el uso del artículo determinado el, la, utilizando la concordancia de género y número con el nombre. </div><div>4. Identificar las rimas entre palabras.</div><div>5. Identificar los rasgos únicos y las semejanzas. </div><div></div><div><b>EN EL ÁREA DE MATEMÁTICAS.</b></div><b></b><br />
<div></div></div><div></div>Enriqueta Sarabia Parrashttp://www.blogger.com/profile/13677993088604401971noreply@blogger.com0tag:blogger.com,1999:blog-3765620003817057581.post-58282632157539501922011-10-02T09:57:00.002-07:002012-03-17T14:40:17.220-07:00UNIDAD 2 : LOS AMIGOS DE PUPI<div align="justify"><span style="font-family: verdana; font-size: 130%;">A lo largo de esta unidad los alumnos y alumnas de Primero deberán:<br />
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EN EL ÁREA DE LENGUA CASTELLANA Y LITERATURA<br />
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1. Pronunciar los fonemas /s/, /t/, /d/.<br />
2. Escribir palabras con s, t, d siguiendo la dirección adecuada.<br />
3. Discriminar y escribir correctamente la mayúscula al principio de una oración.</span><br />
<span style="font-family: verdana; font-size: 130%;"><a href="http://aplicaciones.info/ortogra2/ortoma.htm">Discriminación mayúsculas y minúsculas.</a><br />
4. Realizar dictados sencillos escribiendo punto al finalizar.<br />
5. Utilizar el vocabulario aprendido.<br />
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EN EL ÁREA DE MATEMÁTICAS<br />
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1. Interpretar y expresar cantidades en situaciones de la vida cotidiana.<br />
2. Leer y escribir correctamente del 0 al 9.<br />
3. Completar la serie del 0 al 9 en orden creciente y decreciente.<br />
4. Expresar gráfica y numéricamente la descomposición de un número.<br />
5. Utilizar correctamente los signos = y + al comparar números y elementos de un conjunto.<br />
6. Utilizar correctamente las expresiones más que, tantos como y menos que.<br />
7. Reconocer la suma como unión de elementos.</span><span style="font-family: verdana; font-size: 130%;"><br />
8. Sumar números en horizontal.<br />
9. Utilizar la suma para resolver problemas.<br />
10. Relacionar figuras en el plano con su sombra.</span></div><br />
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<br />
<div align="justify"><span style="font-family: verdana; font-size: 130%;">11. Conocer y utilizar los conceptos cerca, lejos y alrededor.<br />
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EN EL ÁREA DE CONOCIMIENTO DEL MEDIO NATURAL Y SOCIAL<br />
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1. Distinguir las partes del cuerpo: cabeza, tronco y extremidades.<br />
2. Identificar las articulaciones y sus movimientos naturales.<br />
3. Ordenar temporalmente y reconocer los cambios que el cuerpo experimenta a lo largo del tiempo.<br />
4. Relacionar los hábitos de salud con el buen funcionamiento del cuerpo: alimentación, higiene y ejercicio físico.<br />
Vídeo del cuerpo humano <a href="http://youtu.be/Mf0W_pfWfZ8">http://youtu.be/Mf0W_pfWfZ8</a><br />
EN EL ÁREA DE PLÁSTICA<br />
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1. Experimentar las posibilidades expresivas del color y la textura, experimentando con las diferentes mezclas de los colores básicos.<br />
2. Utilizar el dibujo como medio de expresión.<br />
3. Observaremos e imitaremos el cuadro titulado "Tres mundos" de Maurits Cornelis Escher, pintor que nació en los Paises Bajos el 17 de junio de 1898.Le gustaba muchísimo pintar y su profesor le enseñó la técnica de linóleo ( las imágenes resultan al entinar una plancha en la que el dibujo está en relieve).Al contrario que otros artistas, en sus obras no pretendía reflejar sus sentimientos sino visiones, juegos visuales, soluciones a problemas ... en definitiva más que la realidad reflejaba lo que pasaba por su cabeza.<br />
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Tres mundos la pintó en 1955 y la llamó así porque en la imagen logra hacer coincidir la superficie del agua (las hojas), la profundidad del agua (el pez) y el experior (el reflejo de los árboles). Los tres mundos (el bosque, la superficie del agua y el mundo subacuático) quedan reflejados (por eso los vemos al revés). Las hojas ocultan prácticamente tanto el mundo acuático (el pez) como el reflejo del mundo terrestre (el bosque). </span></div><br />
<div id="__ss_9719841" style="width: 425px;"><b style="display: block; margin: 12px 0px 4px;"><a href="http://www.slideshare.net/lincepepe/presentacin-de-escher" title="Presentación de escher">Presentación de escher</a></b><object height="355" id="__sse9719841" width="425"><param name="movie" value="http://static.slidesharecdn.com/swf/ssplayer2.swf?doc=presentacindeescher-111016065912-phpapp01&stripped_title=presentacin-de-escher&userName=lincepepe" /><param name="allowFullScreen" value="true"/><param name="allowScriptAccess" value="always"/><embed name="__sse9719841" src="http://static.slidesharecdn.com/swf/ssplayer2.swf?doc=presentacindeescher-111016065912-phpapp01&stripped_title=presentacin-de-escher&userName=lincepepe" type="application/x-shockwave-flash" allowscriptaccess="always" allowfullscreen="true" width="425" height="355"></embed></object><br />
<div style="padding-bottom: 12px; padding-left: 0px; padding-right: 0px; padding-top: 5px;">View more <a href="http://www.slideshare.net/">presentations</a> from <a href="http://www.slideshare.net/lincepepe">lincepepe</a>.</div></div>Enriqueta Sarabia Parrashttp://www.blogger.com/profile/13677993088604401971noreply@blogger.com0tag:blogger.com,1999:blog-3765620003817057581.post-21797165747847201452011-09-13T15:41:00.000-07:002011-10-16T05:08:22.193-07:00¿QUÉ ESTAMOS TRABAJANDO EN LA UNIDAD 0 Y LA UNIDAD 1<strong>LENGUA CASTELLANA Y LITERATURA</strong><br />
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1. Recordaremos las vocales y la grafía de la y<br />
2. Realizaremos la correspondencia entre los fonemas y las grafías, en mayúscula y minúscula L, l, P, p, M, m.<br />
3. Usaremos la mayúscula en los nombres propios de personas.<br />
4. Utilizaremos vocabulario con las letras aprendidas.<br />
5. Responderemos preguntas sencillas sobre la lectura.<br />
<a href="http://www.aitanatp.com/prueba/index.htm">Si quieres aprender a leer pincha sobre los siguientes enlaces</a><a href="http://www.aitanatp.com/prueba/index.htm"></a><br />
<a href="http://www.aplicaciones.info/lectura/lectura.htm">Si quieres comprender cada vez mejor los textos pincha aquí</a><a href="http://www.aplicaciones.info/lectura/lectura.htm"></a><br />
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<strong>MATEMÁTICAS</strong><br />
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1. Adquiriremos intuitivamente el concepto de cantidad y relacionarlo con los números naturales.<br />
2. Reconoceremos los números del 0 al 5.<br />
3. Reconoceremos series ascendentes y descendentes con números naturales hasta el 5.<br />
4. Decompondremos los números 3, 4 y 5.<br />
5. Reconoceremos, nombraremos y utilizaremos los signos = y +.<br />
6. Distinguiremos entre debajo, encima, delante y detrás.<br />
7. Reconoceremos la relación existente entre los elementos de un conjunto.<br />
8. Identificaremos figuras iguales en función de la imagen que contienen y de su forma.<br />
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<strong>CONOCIMIENTO DEL MEDIO NATURAL SOCIAL Y CULTURAL</strong><br />
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1.Nos orientaremos en el colegio e identificaremos las dependencias por su nombre y mobiliario.<br />
2. Conoceremos e identificar a las personas que trabajan en el colegio y la función que realizan dentro de él, así como las herramientas que usan.<br />
3. Conoceremos otras aulas del mundo.<br />
4. Aprenderemos a obtener información de la lectura de un plano.<br />
5. Conoceremos, respetaremos y cumpliremos las normas de convivencia.<br />
<strong>Educación emocional</strong><br />
Autoconocimiento. Reconocer los propios gustos y preferencias. Reconocer las emociones.<br />
Autoestima. Sentir la pertenencia a un grupo.<br />
Escucha. Respetar los turnos de palabra y las aportaciones de otros niños.<br />
Comunicación. Resolver los conflictos y valorar la importancia de pedir perdón.<br />
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<strong>PLÁSTICA</strong><br />
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1. Observaremos, analizaremos y valoraremos obras plásticas.<br />
2. Discriminaremos diferentes colores y texturas en el campo.<br />
3. Buscaremos información sobre algunos artistas cuyas obras tendremnos como referente para trabajar en clase: Claude Monet, Maurits Cornelius, René Magritte y Pieter Brueghei<br />
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Pincha sobre estos enlaces para saber más sobre Monet<br />
<a href="http://en.wikipedia.org/wiki/Claude_Monet">http://en.wikipedia.org/wiki/Claude_Monet</a><br />
Video de Monet <a href="http://youtu.be/YQrQbd8VcMw">http://youtu.be/YQrQbd8VcMw</a>Enriqueta Sarabia Parrashttp://www.blogger.com/profile/13677993088604401971noreply@blogger.com1