tag:blogger.com,1999:blog-82665794793072823962024-03-13T07:53:36.267-07:00RECULL EXERCICIS A LA XARXAUnknownnoreply@blogger.comBlogger51125tag:blogger.com,1999:blog-8266579479307282396.post-73908690402996226672012-03-30T06:02:00.003-07:002012-03-30T06:11:31.567-07:00<!--[if !mso]> <style> v\:* {behavior:url(#default#VML);} o\:* {behavior:url(#default#VML);} w\:* {behavior:url(#default#VML);} .shape {behavior:url(#default#VML);} </style> <![endif]--><!--[if gte mso 9]><xml> <w:worddocument> <w:view>Normal</w:View> <w:zoom>0</w:Zoom> <w:trackmoves/> <w:trackformatting/> <w:hyphenationzone>21</w:HyphenationZone> <w:punctuationkerning/> <w:validateagainstschemas/> <w:saveifxmlinvalid>false</w:SaveIfXMLInvalid> <w:ignoremixedcontent>false</w:IgnoreMixedContent> <w:alwaysshowplaceholdertext>false</w:AlwaysShowPlaceholderText> <w:donotpromoteqf/> <w:lidthemeother>ES</w:LidThemeOther> <w:lidthemeasian>X-NONE</w:LidThemeAsian> <w:lidthemecomplexscript>X-NONE</w:LidThemeComplexScript> 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Definitions */ table.MsoNormalTable {mso-style-name:"Tabla normal"; mso-tstyle-rowband-size:0; mso-tstyle-colband-size:0; mso-style-noshow:yes; mso-style-priority:99; mso-style-qformat:yes; mso-style-parent:""; mso-padding-alt:0cm 5.4pt 0cm 5.4pt; mso-para-margin:0cm; mso-para-margin-bottom:.0001pt; mso-pagination:widow-orphan; font-size:10.0pt; font-family:"Calibri","sans-serif";} </style> <![endif]--> <p class="MsoNormal"><span style="line-height: 115%;font-size:14.0pt;color:#C00000;" lang="CA" >WORDLE<span style=""> </span></span><a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://1.bp.blogspot.com/-A_OMaevC6fc/T3WwayyW5cI/AAAAAAAAAAQ/4E9yGv4yerY/s1600/wordle.gif"><img style="float:right; margin:0 0 10px 10px;cursor:pointer; cursor:hand;width: 86px; height: 28px;" src="http://1.bp.blogspot.com/-A_OMaevC6fc/T3WwayyW5cI/AAAAAAAAAAQ/4E9yGv4yerY/s200/wordle.gif" alt="" id="BLOGGER_PHOTO_ID_5725676475627529666" border="0" /></a></p> <p class="MsoNormal" style="margin-bottom:0cm;margin-bottom:.0001pt;line-height: normal"><span lang="CA" style="color:#C00000;">TITOL</span><span lang="CA">: Núvol de paraules<span style="mso-spacerun:yes"> </span></span></p> <p class="MsoNormal" style="margin-bottom:0cm;margin-bottom:.0001pt;line-height: normal"><span style="mso-fareast-Times New Roman"; mso-fareast-language:ESfont-family:";color:#990000;" lang="CA">ETAPA</span><span style="mso-fareast-Times New Roman";mso-fareast-language:ESfont-family:";" lang="CA">: Primària</span></p> <p class="MsoNormal" style="margin-bottom:0cm;margin-bottom:.0001pt;line-height: normal"><span style="mso-fareast-Times New Roman"; mso-fareast-language:ESfont-family:";color:#990000;" lang="CA">ÀREA</span><span style="mso-fareast-Times New Roman";mso-fareast-language:ESfont-family:";" lang="CA">: Llengua</span></p> <p class="MsoNormal" style="margin-bottom:0cm;margin-bottom:.0001pt;line-height: normal"><span style="mso-fareast-Times New Roman"; mso-fareast-language:ESfont-family:";color:#990000;" lang="CA">CONTINGUTS</span><span style="mso-fareast-Times New Roman";mso-fareast-language:ESfont-family:";" lang="CA">: A l'àrea de llengua. El poema; Discriminació de paraules que rimen.</span></p> <p class="MsoNormal" style="margin-bottom:0cm;margin-bottom:.0001pt;line-height: normal"><span style="mso-fareast-Times New Roman"; mso-fareast-language:ESfont-family:";color:#990000;" lang="CA">ADREÇA</span><span style="mso-fareast-Times New Roman";mso-fareast-language:ESfont-family:";" lang="CA">: </span><span lang="CA"><a href="http://www.wordle.net/">http://www.wordle.net/</a></span><span style="mso-fareast-Times New Roman";mso-fareast-language: ESfont-family:";" lang="CA"></span></p> <p class="MsoNormal" style="text-align:justify"><span style="mso-fareast-Times New Roman";mso-fareast-language:ESfont-family:";color:#990000;" lang="CA">APLICACIÓ DIDÀCTICA: </span><span lang="CA">Escoltar un poema i llavors discriminar quines són les paraules que rimen i fer un llistat d’aquestes al Wordle.</span></p> <p class="MsoNormal" style="margin-bottom:0cm;margin-bottom:.0001pt;text-align: justify;line-height:normal"><span lang="CA">ENRIQUIMENT DE LA TASCA. En primer lloc se presenta a la PDI un Wordle de paraules. </span></p> <p class="MsoNormal" style="margin-bottom:0cm;margin-bottom:.0001pt;text-align: justify;line-height:normal"><span lang="CA">Primer pas: Gestionar preguntes de descobriment despertant l’ interès i la curiositat. </span></p> <p class="MsoNormal" style="margin-bottom:0cm;margin-bottom:.0001pt;text-align: justify;line-height:normal"><span lang="CA">Segon pas: Escolta d’un poema i descobrir la relació de les paraules amb el poema. </span></p> <p class="MsoNormal" style="margin-bottom:0cm;margin-bottom:.0001pt;text-align: justify;line-height:normal"><span lang="CA">Tercer pas: Escolta d’un altre poema i fer un Wordle ells mateixos de les paraules que rimen. Posar en comú.</span></p> <p class="MsoNormal" style="margin-bottom:0cm;margin-bottom:.0001pt;text-align: justify;line-height:normal"><span lang="CA">Quart pas: Aquesta tasca es veu novament enriquida plantejant que en petits grups cerquin informació del poeta; un grup elaborarà un Wordle sobre la seva biografia, un altre grup sobre les seves obres, un altre grup sobre emocions i sentiments que desperten les seves obres i un darrer grup sobre el què i sobre quina temàtica s’inspirava el poeta<span style="mso-spacerun:yes"> </span>per escriure. S’ha de fer un esforç per cercar les paraules clau.</span></p> <p class="MsoNormal" style="margin-bottom:0cm;margin-bottom:.0001pt;text-align: justify;line-height:normal"><span lang="CA">Cinquè pas: Exposició mitjançant la PDI de cada Wordle Cada grup explicarà a la resta dels companys la informació trobada tenint com a suport visual el seu núvol de paraules clau.</span></p> <p class="MsoNormal" style="margin-bottom:0cm;margin-bottom:.0001pt;text-align: justify;line-height:normal"><span lang="CA">Sisè pas: Autoavaluació</span></p> <p class="MsoNormal" style="text-align:justify"><span lang="CA">OBJECTIUS</span></p> <p class="MsoNormal" style="margin-bottom:0cm;margin-bottom:.0001pt;text-align: justify;line-height:normal"><span lang="CA">1-Identificar<span style="mso-spacerun:yes"> </span>les rimes d’un poema.</span></p> <p class="MsoNormal" style="margin-bottom:0cm;margin-bottom:.0001pt;text-align: justify;line-height:normal"><span lang="CA">2-Conèixer un autor.</span></p> <p class="MsoNormal" style="margin-bottom:0cm;margin-bottom:.0001pt;text-align: justify"><span lang="CA"> </span></p> <p class="MsoNormal" style="margin-bottom:0cm;margin-bottom:.0001pt;text-align: justify"><span lang="CA">COMPETÈNCIES BÀSIQUES</span></p> <p class="MsoNormal"><span lang="CA">Comunicació lingüística, Coneixement i Interacció amb l’entorn físic, Cultural i artística, Autonomia i iniciativa personal, Aprendre a aprendre i Competència digital<i style="mso-bidi-font-style: normal">.</i></span></p> <p class="MsoNormal" style="text-align:justify"><span lang="CA">CRITERIS D’AVALUACIÓ</span></p> <p class="MsoNormal" style="margin-top:0cm;margin-right:0cm;margin-bottom:0cm; margin-left:36.0pt;margin-bottom:.0001pt;text-indent:-18.0pt;line-height:normal; mso-list:l0 level1 lfo1"><span style="mso-bidi-;font-family:Calibri;" lang="CA"><span style="mso-list:Ignore">-<span style="font:7.0pt "Times New Roman""> </span></span></span><span lang="CA">Capacitat d’anàlisi de les paraules.</span></p> <p class="MsoNormal" style="margin-top:0cm;margin-right:0cm;margin-bottom:0cm; margin-left:36.0pt;margin-bottom:.0001pt;text-indent:-18.0pt;line-height:normal; mso-list:l0 level1 lfo1"><span style="mso-bidi-;font-family:Calibri;" lang="CA"><span style="mso-list:Ignore">-<span style="font:7.0pt "Times New Roman""> </span></span></span><span lang="CA">Escolta atenta d’un poema i discriminació de paraules que rimen.</span></p> <p class="MsoNormal" style="margin-top:0cm;margin-right:0cm;margin-bottom:0cm; margin-left:36.0pt;margin-bottom:.0001pt;text-indent:-18.0pt;line-height:normal; mso-list:l0 level1 lfo1"><span style="mso-bidi-;font-family:Calibri;" lang="CA"><span style="mso-list:Ignore">-<span style="font:7.0pt "Times New Roman""> </span></span></span><span lang="CA">Participació activa dins el grup de recerca.</span></p> <p class="MsoNormal" style="margin-top:0cm;margin-right:0cm;margin-bottom:0cm; margin-left:36.0pt;margin-bottom:.0001pt;text-indent:-18.0pt;line-height:normal; mso-list:l0 level1 lfo1"><span style="mso-bidi-;font-family:Calibri;" lang="CA"><span style="mso-list:Ignore">-<span style="font:7.0pt "Times New Roman""> </span></span></span><span lang="CA">Compartir la informació amb la resta de classe. </span></p> <p class="MsoNormal" style="margin-bottom:0cm;margin-bottom:.0001pt;line-height: normal"><span style="mso-fareast-Times New Roman"; mso-fareast-language:ESfont-family:";" lang="CA"> </span></p> <p class="MsoNormal"><span lang="CA" style="color:#C00000;">VALORACIÓ</span></p> <p class="MsoNormal" style="text-align:justify"><span lang="CA">L’ús del Wordle serveix per a motivar i despertar la curiositat sobre les rimes. A més els engresca a cercar la informació per a fer-ne un de propi que llavors hauran de mostrar als companys. És una bona idea llavors penjar-ho al blog de l’aula. També es pot aplicar a multitud de tasques, aquesta sols és un exemple del que se pot fer.</span></p>recursos TIChttp://www.blogger.com/profile/05970553014229426222noreply@blogger.com0tag:blogger.com,1999:blog-8266579479307282396.post-42651531122404561262012-03-26T16:03:00.006-07:002012-03-27T05:02:37.560-07:00LES FRACCIONS<div align="center" style="border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none; margin-bottom: 0cm; padding-bottom: 0cm; padding-left: 0cm; padding-right: 0cm; padding-top: 0cm;"><span style="color: #6600cc;"><b><u>Fitxa de l'activitat</u></b></span><br />
<strong><u><span style="color: #6600cc;"></span></u></strong><span style="color: #663366;"><br />
</span><strong><span style="color: #6600cc;">Títol:</span></strong> “Les Fraccions”<br />
<strong><span style="color: #6600cc;">Àrea:</span></strong> Matemàtiques.<br />
<strong><span style="color: #6600cc;">Contingut:</span></strong> Pràctica de fraccions mitjançant activitats, problemes i jocs.</div><div align="center" style="border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none; margin-bottom: 0cm; padding-bottom: 0cm; padding-left: 0cm; padding-right: 0cm; padding-top: 0cm;"><a href="http://www.blogger.com/" name="main"></a><span style="background: none transparent scroll repeat 0% 0%;">Representació de fraccions.Comparar, ordenar, equivalències, operacions amb fraccions.</span><br />
<strong><span style="color: #6600cc;">Nivell educatiu:</span></strong> 3r cicle de Primària.<br />
<strong><span style="color: #6600cc;">Llengua:</span></strong> Castellà.<br />
<strong><span style="color: #6600cc;">URL: </span></strong><strong><span style="color: #cc0000;"><a href="http://www.vedoque.com/juegos/juego.php?j=matematicas-04-fracciones&l=es">http://www.vedoque.com/juegos/juego.php?j=matematicas-04-fracciones&l=es</a></span></strong><br />
<strong><span style="color: #6600cc;">Descripció:</span></strong> Les fraccions: comparació, equivalències, problemes, i jocs amb fraccions.</div><div align="center" style="border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none; margin-bottom: 0cm; padding-bottom: 0cm; padding-left: 0cm; padding-right: 0cm; padding-top: 0cm;"><strong><span style="color: #6600cc;">Estratègies didàctiques: </span></strong><strong><span style="color: black;"><span style="font-weight: normal;">Treball per parelles i també de forma individual.</span></span></strong></div><div align="center" style="border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none; margin-bottom: 0cm; padding-bottom: 0cm; padding-left: 0cm; padding-right: 0cm; padding-top: 0cm;"><strong><span style="color: #6600cc;">Aplicació Didàctica: </span></strong>Les sessions comencen amb la introducció de les fraccions a l'aula, el repàs de cursos anteriors. Després, amb un ordinador per cada dos alumnes podran repassar, fer activitats i jugar a jocs treballant en tot moment les fraccions d'una forma atractiva i motivant pels alumnes.<br />
<strong><span style="color: #6600cc;">Model d'avaluació:</span></strong> <span style="font-size: small;">No segueix un registre d'avaluació.</span><br />
<strong><span style="color: #6600cc;">Valoració:</span></strong> 8. És una pàgina per treballar i practicar amb les fraccions d'una forma on els alumnes trien els tipus d'activitat i es presenten d'una forma molt clara i esquemàtica.<br />
<strong><span style="color: #6600cc;">Imatge:</span></strong></div><div class="separator" style="clear: both; text-align: center;"><a href="http://www.vedoque.com/juegos/juego.php?j=matematicas-04-fracciones&l=es" target="_blank"><img border="0" height="240" src="http://4.bp.blogspot.com/-rzD7el8Tcug/T3D0vmjDxaI/AAAAAAAAABc/Z4QKsXCMzD0/s320/vedoque.jpg" width="320" /></a></div>Victoriahttp://www.blogger.com/profile/14200463064275445947noreply@blogger.com0tag:blogger.com,1999:blog-8266579479307282396.post-87002380715846480422012-03-26T13:51:00.014-07:002012-04-02T14:16:38.278-07:00SOM CIENTÍFICS: Experiments amb flames<div><div style="font-style: normal; font-variant: normal; line-height: normal; font-weight: normal; text-align: center; "><b><br class="Apple-interchange-newline"><span style="color: rgb(39, 78, 19); " ><span style="color: rgb(56, 118, 29); ">Títol</span>:</span></b><span > SOM CIENTÍFICS: Experiments amb flames</span></div><div style="font-style: normal; font-variant: normal; line-height: normal; font-weight: normal; text-align: center; "><span ><b style="color: rgb(92, 133, 38); text-align: left; ">Àrea:</b> Coneixement del Medi.</span></div><div style="font-style: normal; font-variant: normal; line-height: normal; font-weight: normal; text-align: center; "><span ><span style="color: rgb(92, 133, 38); text-align: left; "><span><b>Contingut</b></span></span><span style="color: rgb(92, 133, 38); text-align: left; "><span>: </span></span>Experiments amb flames.</span></div><div style="font-style: normal; font-variant: normal; line-height: normal; font-weight: normal; text-align: center; "></div><div style="font-style: normal; font-variant: normal; line-height: normal; font-weight: normal; text-align: center; "><span ><span style="color: rgb(92, 133, 38); text-align: left; "><span><b>Nivell Educatiu</b></span></span><span style="color: rgb(92, 133, 38); text-align: left; "><span>:</span></span><span style="color: rgb(92, 133, 38); text-align: left; "> </span>Tercer Cicle de Primària</span></div><div style="font-style: normal; font-variant: normal; line-height: normal; font-weight: normal; text-align: center; "></div><div style="font-style: normal; font-variant: normal; line-height: normal; font-weight: normal; text-align: center; "><span ><span style="color: rgb(92, 133, 38); text-align: left; "><span><b>Llengua</b></span></span><span style="color: rgb(92, 133, 38); text-align: left; "><span>:</span></span> Castellà</span></div><div style="font-style: normal; font-variant: normal; line-height: normal; font-weight: normal; text-align: center; "><span ><span><b style="color: rgb(92, 133, 38); text-align: left; ">URL:</b> </span><a href="http://www.youtube.com/" style="text-align: left;"><span>htt</span>p://www.youtube.com/</a></span></div><div style="font-style: normal; font-variant: normal; line-height: normal; font-weight: normal; text-align: center; "><span ><span style="color: rgb(92, 133, 38); text-align: left; "><span><b>Descripció</b></span></span><span style="color: rgb(92, 133, 38); text-align: left; "><span>:</span></span> A la sessió de tallers que es fa un cop a la setmana, i dins el taller d'experiments es demanen hipòtesi sobre el que succeirà en els experiments que proposa Rafael García Molina. Acte seguit es passa a la pràctica de l'experiment i es comprova el resultat</span></div><div style="font-style: normal; font-variant: normal; line-height: normal; font-weight: normal; text-align: center; "><span ><span style="color: rgb(92, 133, 38); text-align: left; "><span><b>Estratègies</b></span></span><span style="color: rgb(92, 133, 38); text-align: left; "> </span><span style="color: rgb(92, 133, 38); text-align: left; "><span><b>didàctiques:</b></span></span> Formulació d'hipòtesi i comprovació de les mateixes.</span></div><div style="font-style: normal; font-variant: normal; line-height: normal; font-weight: normal; text-align: center; "><span ><b style="color: rgb(92, 133, 38); text-align: left; ">Descriptors:</b> Ciència, Experiments, Foc, Física</span></div><div style="font-style: normal; font-variant: normal; line-height: normal; font-weight: normal; text-align: center; "><span ><b style="color: rgb(92, 133, 38); text-align: left; ">Avaluació:</b> En finalitzar la sessió comparació entre les idees prèvies que tenia l'alumnat i les que tenen a l'acabament del taller.</span></div><div style="font-weight: normal; font-style: normal; font-variant: normal; line-height: normal; text-align: center; "><span ><b style="color: rgb(92, 133, 38); text-align: left; ">Valoració:</b> <span style="font-weight: normal; text-align: left; ">Per a l'activitat proposada ha resultat un recurs adient i motivador, bastant clar i fàcil de fer.</span></span></div><div style="font-style: normal; font-variant: normal; line-height: normal; text-align: center; "><p align="CENTER" style="margin-bottom: 0cm; "></p><p align="CENTER" style="margin-bottom: 0cm; "><span ><span><span ><b>Imatge:</b></span></span> </span> </p><p></p></div></div><a href="http://1.bp.blogspot.com/-rE2DC0e2acA/T3Dgtb9JtTI/AAAAAAAAAA0/pcwt143zEm8/s1600/images" style="font-style: normal; font-variant: normal; line-height: normal; font-family: Georgia, serif; font-size: 100%; font-weight: normal; "><img alt="" border="0" id="BLOGGER_PHOTO_ID_5724322197590881586" src="http://1.bp.blogspot.com/-rE2DC0e2acA/T3Dgtb9JtTI/AAAAAAAAAA0/pcwt143zEm8/s320/images" style="cursor: hand; cursor: pointer; display: block; height: 225px; margin: 0px auto 10px; text-align: center; width: 225px;" /></a><br /><div style="font-style: normal; font-variant: normal; line-height: normal; font-family: Georgia, serif; font-size: 100%; font-weight: normal; text-align: center; "><a href="http://3.bp.blogspot.com/-Hoz6Jn2EcY0/T3DeGueCe8I/AAAAAAAAAAQ/o1JMHHWx4G4/s1600/pixel-vfl3z5WfW.gif" style="text-align: left;"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5724319333522504642" src="http://3.bp.blogspot.com/-Hoz6Jn2EcY0/T3DeGueCe8I/AAAAAAAAAAQ/o1JMHHWx4G4/s320/pixel-vfl3z5WfW.gif" style="cursor: hand; cursor: pointer; float: left; height: 1px; margin: 0 10px 10px 0; width: 1px;" /></a></div><br /><br /><div style="font-style: normal; font-variant: normal; line-height: normal; font-family: Georgia, serif; font-size: 100%; font-weight: normal; text-align: center; "><b><br /></b></div><div style="font-style: normal; font-variant: normal; line-height: normal; font-family: Georgia, serif; font-size: 100%; font-weight: normal; text-align: center; "><b><br /></b></div><div style="font-style: normal; font-variant: normal; line-height: normal; font-family: Georgia, serif; font-size: 100%; font-weight: normal; text-align: center; "><br /></div><div style="font-style: normal; font-variant: normal; line-height: normal; font-family: Georgia, serif; font-size: 100%; font-weight: normal; text-align: center; "><br /></div><div style="font-style: normal; font-variant: normal; line-height: normal; font-family: Georgia, serif; font-size: 100%; font-weight: normal; text-align: center; "><img alt="Página principal de YouTube" src="http://s.ytimg.com/yt/img/pixel-vfl3z5WfW.gif" /> </div><div style="font-style: normal; font-variant: normal; line-height: normal; font-family: Georgia, serif; font-size: 100%; font-weight: normal; text-align: center; "><br /></div><div style="font-style: normal; font-variant: normal; line-height: normal; font-family: Georgia, serif; font-size: 100%; font-weight: normal; text-align: center; "><br /></div><div style="font-style: normal; font-variant: normal; line-height: normal; font-family: Georgia, serif; font-size: 100%; font-weight: normal; text-align: center; "><img alt="Página principal de YouTube" src="http://s.ytimg.com/yt/img/pixel-vfl3z5WfW.gif" /> </div><div style="font-style: normal; font-variant: normal; line-height: normal; font-family: Georgia, serif; font-size: 100%; font-weight: normal; text-align: center; "><br /></div><div style="font-style: normal; font-variant: normal; line-height: normal; font-family: Georgia, serif; font-size: 100%; font-weight: normal; margin-bottom: 0cm; "><img alt="Página principal de YouTube" src="http://s.ytimg.com/yt/img/pixel-vfl3z5WfW.gif" /> </div>cristina anahttp://www.blogger.com/profile/08831096212622731462noreply@blogger.com0tag:blogger.com,1999:blog-8266579479307282396.post-28339816022997731852012-03-23T11:14:00.003-07:002012-03-23T11:15:24.177-07:00<br />
<div style="text-align: center;">
<span style="color: red;"><span style="font-size: x-large;"><u>OSSOS
I MÚSCULS </u></span></span></div>
<div align="CENTER" style="margin-bottom: 0cm;">
<span style="color: red;"><span style="font-size: x-large;"><u><br /></u></span></span>
</div>
<span style="color: #b80047;"><span style="font-size: x-small;"><u><b>FITXA
DE L'ACTIVITAT</b></u></span></span>
<br />
<div align="JUSTIFY" style="margin-bottom: 0cm;">
</div>
<div class="separator" style="clear: both; text-align: center;">
<a href="http://1.bp.blogspot.com/-nTFzmFvRtpw/T2y9bE2RFpI/AAAAAAAAAAw/z0-dUz4vQhQ/s1600/medi+4.bmp" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="200" src="http://1.bp.blogspot.com/-nTFzmFvRtpw/T2y9bE2RFpI/AAAAAAAAAAw/z0-dUz4vQhQ/s320/medi+4.bmp" width="320" /></a></div>
<a href="http://4.bp.blogspot.com/-_f1mv_sdoV8/T2y8xPprWhI/AAAAAAAAAAo/ujY9pFnunzo/s1600/medi+3.bmp" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><span style="color: red;"><b>Títol</b></span><span style="color: #b80047;">:</span><span style="color: #33cc00;">
</span><span style="color: black;">Ossos i músculs </span>
<br />
<div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="color: red;"><b>Àrea:</b></span><span style="color: black;">
Coneixement del Medi</span></div>
<div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="color: red;"><b>Contingut:</b></span><span style="color: #33cc00;">
</span><span style="color: black;">Ossos i músculs del cos</span></div>
<div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="color: red;"><b>Nivell
educatiu</b></span><span style="color: #b80047;">: </span><span style="color: black;">3r
cicle de Primària</span></div>
<div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="color: red;"><b>Idioma:</b></span><span style="color: red;">
</span><span style="color: black;">Català</span></div>
<div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="color: red;"><b>URL</b></span><span style="color: #b80047;">:</span><span style="color: black;"><u>http://clic.xtec.cat/db/act_es.jsp?id=3676</u></span><span style="color: #33cc00;"><br /></span><span style="color: red;"><b>Descriptors</b></span><span style="color: red;">:
</span><span style="color: black;">Zonaclic-activitats óssos i musculs</span></div>
<div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="color: #33cc00;"><span style="color: red;"><b>Estratègia
didàctica:</b></span> <span style="color: black;">Transmissió de
contonguts i treball individual</span></span></div>
<div align="JUSTIFY" style="margin-bottom: 0cm;">
<br /></div>
<div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="color: red;"><b>Aplicació
didàctica</b>: </span>
</div>
<div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="color: black;">Després
d´haver estudiat els óssos i músculs del cos vaig trobar que seria
interesant que els alumnes treballasen les diferents parts del cos a
través d´activitats interactives.</span></div>
<div align="JUSTIFY" style="margin-bottom: 0cm;">
Les activitats que
proposa aquesta pàgina es fan de manera individual. A mi
m´interessava que els meus alumnes treballesin així perquè ells
mateixos se´n adonassen si sabien els diferents noms dels músculs i
dels óssos.</div>
<div align="JUSTIFY" style="margin-bottom: 0cm;">
La primera part de les
activitats tant dels músculs com les activitats dels óssos ens
presenta l´activitat teòrica, on els alumnes poden memoritzar els
diferents noms després hi ha diferents activitats per practicar el
que s´ha estudiat a través de sopes de lletres i activitats de
relacionar.</div>
<div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="color: black;">La
segona part són activitats per avaluar l´aprenentatge.</span></div>
<div align="JUSTIFY" style="margin-bottom: 0cm;">
<br /></div>
<div align="JUSTIFY" style="margin-bottom: 0cm;">
<br /></div>
<div style="margin-bottom: 0cm;">
<span style="font-size: small;"><span style="color: red;"><b>Avaluació</b></span><span style="color: red;">:</span>planteja
activitats però no de forma clara.Després d´haver vist el
continguts els alumnes han de col·locar els noms al lloc
adequat.Així i tot els alumnes si han fet les activitats bé poden
saber si dominen els continguts de la unitat que es treballa.</span></div>
<div style="margin-bottom: 0cm;">
<br /></div>
<div style="margin-bottom: 0cm;">
<br /></div>
<div style="margin-bottom: 0cm;">
<span style="font-size: small;"><span style="color: red;"><b>Valoració:</b></span>
la meva valoració és bona ja que els alumnes no han estat perdut
perquè en tot moment han sabut que havien de fer i per tant no ha
hagut moltes dubtes de com utilitzar la pàgina web. A més el fet de
poder utilitzar un ordinnador cada un els motiva molt i aprenen més
ràpidament.</span></div>
<div style="margin-bottom: 0cm;">
<span style="font-size: small;">Per últim he d´afegir
que a la següent de fer aquestes activitats vaig fer l´examen
escrit de la unitat i he de dir que pel que fa a resultats ha estat
un dels més bons.</span></div>
<div style="margin-bottom: 0cm;">
<br /></div>
<div align="JUSTIFY" style="margin-bottom: 0cm;">
<br /></div>Cinquè Ahttp://www.blogger.com/profile/01776125614411875813noreply@blogger.com0tag:blogger.com,1999:blog-8266579479307282396.post-91545666136530180842012-03-23T05:01:00.004-07:002012-03-24T03:43:56.129-07:00Edu 365. Paraules<div style="margin-bottom: 0cm;">
<span style="color: #cc0000;">TITOL</span> : Paraules</div>
<div style="margin-bottom: 0cm; text-align: left;">
<span style="color: #990000;">ETAPA</span>: infantil i primària<img alt="" 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" 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<span style="color: #990000;">ÀREA</span>: llengua</div>
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<span style="color: #990000;">CONTINGUTS</span>: A l'àrea de llengua. Discriminació de paraules</div>
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<span style="color: #990000;">ADREÇA</span>: http://www.edu365.cat/infantil/llegir/paraules.swf</div>
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<span style="color: #990000;">APLICACIÓ DIDÀCTICA</span>: </div>
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Ens serveix per reforçar la lectura bàsica.Es fa amb un vocabulari bàsic: fruites, verdures, objectes, roba...</div>
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Utilitzat amb la pdi pot donar bastant de sí. No tan sols és “endevinar” la paraula que demana, sinó que també es pot treballar l'escriptura, la lectura, la còpia, etc..</div>
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L'he utilitzar a l'hora de suport, fora de l'aula. En petit grup, de fet un grup de 2 nins. </div>
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Les activitats prèvies: lectura de lletres, de silabes, de paraules i de frases molt senzilles.</div>
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La durara és molt variable. Depèn de molts factors: concentració dels nins, capacitat d'atenció, interès per la feina, etc..</div>
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OBJECTIUS: </div>
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<li><div style="margin-bottom: 0cm;">
discriminar la grafia de les lletres i les paraules</div>
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resoldre l'activitat de manera individual o colectiva, segons es cregui oportú.</div>
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COMPETÈNCIES BÀSIQUES:</div>
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<li><div style="margin-bottom: 0cm;">
Llengua, aprendre a aprendre, autonomia personal, competència lingüística, competència social.</div>
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</ul>
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CRITERIS D'AVALUACIÓ.Per avaluar ho feim de dues maneres:</div>
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1. el propi ordinador t'indica si ho has fet bé.</div>
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2 . els nins es corregeixen l'un a l'altre.</div>
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<span style="color: #990000;">VALORACIÓ</span>: Pàgina que pot servir per treballar tant a nivell individual com col.lectiu. Tant amb la pissarra digital (compartint el contingut) com amb el portàtil (cadascú treballa per ell mateix)</div>Toni Villaloboshttp://www.blogger.com/profile/00400134280687422601noreply@blogger.com0tag:blogger.com,1999:blog-8266579479307282396.post-53708268503177992462012-03-22T13:03:00.002-07:002012-03-30T00:23:50.147-07:00La motxilla (treballam les fraccions)<div style="margin-bottom: 0cm;">
<b>Títol</b>: blogger</div>
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<b>Idioma</b>: Català</div>
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<b>Nivell Educatiu</b>: Primària, Tercer Cicle de Primària i concretament, 6è</div>
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<b>Àrea</b>: Totes les àrees.</div>
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<b>Continguts</b>: És un blog que anam ampliant així com anam entrant en coneixement sobre l´ús d'aquesta aplicació. Vam començar tenint una agenda que poguéssim consultar en qualsevol moment, per mirar els deures i les dates d'examens i treballs. Anam introduïnt també els diferents treballs que realitzam a classe.</div>
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<b>Adreça</b>: <a href="http://6bescanyar.blogspot.com/">http://6bescanyar.blogspot.com</a></div>
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<b>Estratègies didàctiques</b>: transmetre continguts, utilitzar tècniques col·laboratives i també utilitzam el treball individual.</div>
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<b>Aplicació didàctica</b>: Aquest blog ens serveix com a enllaç entre la classe i casa, ja que tant l'alumnat com els pares poden consultar en tot moment el que es fa o s'ha de fer a casa.</div>
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Cada dia l'actualitzam per poder tenir al dia la taula dels deures, normalment ho feim a l'última hora, els encarregats de material de la classe.</div>
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Varem començar a principi de curs, i a poc a poc, hem anat introduïnt elements al blog, pàgines per a cada assignatura on hi penjam treballs que feim a classe i/o enllaços interressants per ampliar o ajudar a entendre els continguts treballats a classe.</div>
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Feim els grups de manera que siguin heterogenis i que es puguin ajudar uns amb els altres, ja sigui per a fer els treballs sobre els continguts o bé per treballar sobre el blog.</div>
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<b>No s'hi planteja avaluació.</b></div>
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<b>Valoració: </b><span style="font-weight: normal;">És molt útil, encara que necessitam conèixer més sobre el seu ús. És molt motivador ja que els agrada veure les seves activitats penjades i poder-les mostrar a les famílies. En quan als pares, els és molt útil per tal d'anar controlant el què fan els fills/es, ja que poden veure els deures que tenen i els examens. La seva acceptació ha estat molt bona.</span></div>
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<span style="font-weight: normal;"><span style="font-weight: bold;">Imatge</span>:</span></div>
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<a href="http://www.blogger.com/"><span style="color: navy;"><img align="BOTTOM" alt="Blogger" border="1" height="34" name="gráficos2" src="http://img1.blogblog.com/img/new-ui/blogger-logo-small.png" width="120" /></span></a></div>Cati Marihttp://www.blogger.com/profile/14863471300708035060noreply@blogger.com0tag:blogger.com,1999:blog-8266579479307282396.post-16333378873618107842012-03-22T11:51:00.001-07:002012-03-24T14:51:46.474-07:00<div style="text-align: left;">
<span style="color: #3d85c6; font-family: "Courier New", Courier, monospace; font-size: large;">Treballam amb la viquipèdia </span></div>
<a href="http://2.bp.blogspot.com/-r2zzRfvVivA/T25B2QXbE5I/AAAAAAAAABk/z8hGutAN5RA/s1600/untitled.png" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" src="http://2.bp.blogspot.com/-r2zzRfvVivA/T25B2QXbE5I/AAAAAAAAABk/z8hGutAN5RA/s1600/untitled.png" /></a><br />
<strong><span style="color: lime;">Títol</span>:</strong> Wikipedia (wiki)<br />
<span style="color: lime;"><strong>Idioma</strong></span>: English<br />
<span style="color: lime;"><strong>Nivell Ed.:</strong></span> <br />
Etapa:Primària <br />
Cicle: 3r<br />
<span style="color: lime;"><strong>Àrea:</strong></span> anglès<br />
<strong><span style="color: lime;">Contingut:</span></strong> l<span lang="CA" style="font-family: "Times New Roman","serif"; font-size: 12pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ZH-CN; mso-font-kerning: 1.5pt;">a Wikipedia és una enciclopèdia de creació col·lectiva on tothom pot publicar articles i editar informació:</span><br />
-<span lang="CA" style="font-family: Symbol; font-size: 12pt; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol; mso-fareast-language: ZH-CN; mso-font-kerning: 1.5pt;"><span style="mso-list: Ignore;"><span style="font-size-adjust: none; font-stretch: normal; font: 7pt/normal "Times New Roman";"> </span></span></span><span lang="CA" style="font-family: "Times New Roman","serif"; font-size: 12pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ZH-CN; mso-font-kerning: 1.5pt;">portals temàtics:</span><span lang="CA"><span style="font-family: Calibri;"> </span></span><span lang="CA" style="font-family: "Times New Roman","serif"; font-size: 12pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ZH-CN; mso-font-kerning: 1.5pt;">ciències, cultura, geografia, història, humanitats...</span><br />
- <span lang="CA" style="font-family: "Times New Roman","serif"; font-size: 12pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ZH-CN; mso-font-kerning: 1.5pt;">article a l'atzar</span><br />
- <span lang="CA" style="font-family: "Times New Roman","serif"; font-size: 12pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ZH-CN; mso-font-kerning: 1.5pt;">articles de qualitat</span><br />
- <span lang="CA" style="font-family: "Times New Roman","serif"; font-size: 12pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ZH-CN; mso-font-kerning: 1.5pt;">actualitat</span><br />
<strong><span style="color: lime;">Adreça: <span lang="CA"><a href="http://en.wikipedia.org/wiki/Main_Page">http://en.wikipedia.org/wiki/Main_Page</a></span></span></strong><br />
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<span style="color: lime;"><strong>Aplicació didàctica:</strong> <span style="color: black;">e</span><span lang="CA"><span style="color: black;">l que volia aconseguir amb aquesta activitat era promoure la comunicació entre els alumnes a l’aula i al mateix temps que fos una activitat on haguessin de desenvolupar habilitats de col·laboració. Per això, se’ls hi va plantejar la recopilació d’informació mitjançant l’utilització d’un wiki, en aquest cas, la viquipèdia en anglès (ja que la meva àrea de feina és aquesta llengua estrangera). <o:p></o:p></span></span></span></div>
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<span style="color: lime;"><div align="justify" class="Standard" style="layout-grid-mode: char; margin: 1em 0px; mso-element-anchor-horizontal: column; mso-element-anchor-vertical: page; mso-element-frame-hspace: 7.05pt; mso-element-top: 181.2pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; text-align: justify;">
<span lang="CA"><span style="color: black;">Així els estudiants distribuïts en grups de 4/5 alumnes havien de manejar aquest recurs web 2.0 per reunir i ordenar diversos materials relacionats amb el tema amb què treballam a l’assignatura d’anglès en aquests moments: els hàbits alimentaris. Per altra banda, havien d’elaborar esborranys d’anàlisis d’informació que els hi permetés descompondre els blocs<span style="mso-spacerun: yes;"> </span>d’informació recopilats i extreure únicament allò que els hi fos útil i pertinent per a la investigació que estarien realitzant. Aquest pas és important perquè un dels desavantatges de la xarxa es saber destriar l’excés d’informació per la qual cosa trobava que s’havia de realitzar una activitat on també adquirissin aquesta habilitat.<o:p></o:p></span></span></div>
<div align="justify" class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 0pt; mso-element-anchor-horizontal: column; mso-element-anchor-vertical: page; mso-element-frame-hspace: 7.05pt; mso-element-top: 181.2pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; mso-layout-grid-align: none; text-align: justify;">
<span lang="CA" style="font-family: "Times New Roman","serif"; font-size: 12pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ZH-CN; mso-font-kerning: 1.5pt;"><span style="color: black;">A més a més, un dels objectius didàctics seria enriquir aquests treballs en grups on l’alumnat tenen la possibilitat d’enfortir la tasca a l’aula amb elements multi medials com vídeos, imatges, texts...<o:p></o:p></span></span></div>
<div align="justify" class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 0pt; mso-element-anchor-horizontal: column; mso-element-anchor-vertical: page; mso-element-frame-hspace: 7.05pt; mso-element-top: 181.2pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; mso-layout-grid-align: none; text-align: justify;">
<span lang="CA" style="font-family: "Times New Roman","serif"; font-size: 12pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ZH-CN; mso-font-kerning: 1.5pt;"><span style="color: black;"><span style="mso-spacerun: yes;"> </span>Durant dues sessions vàrem treballar a l’aula d’informàtica per poder dur a terme l’activitat. Un dels meus rols va ser el de guia i conductor dels grups. Cada grup es va encarregar de cercar els articles relacionats amb el tema que prèviament jo havia preseleccionat i/o aconsellat, i després varen treballar a nivell de grup per poder extreure la informació i comparar-la.<o:p></o:p></span></span></div>
<div align="justify" class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 0pt; mso-element-anchor-horizontal: column; mso-element-anchor-vertical: page; mso-element-frame-hspace: 7.05pt; mso-element-top: 181.2pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; mso-layout-grid-align: none; text-align: justify;">
<span lang="CA" style="font-family: "Times New Roman","serif"; font-size: 12pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ZH-CN; mso-font-kerning: 1.5pt;"><span style="color: black;">Finalment i a una altra sessió, varen haver de presentar el treball resultant oralment a la resta dels grups.</span></span></div>
<div align="justify" class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 0pt; mso-element-anchor-horizontal: column; mso-element-anchor-vertical: page; mso-element-frame-hspace: 7.05pt; mso-element-top: 181.2pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; mso-layout-grid-align: none; text-align: justify;">
<span lang="CA" style="font-family: "Times New Roman","serif"; font-size: 12pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ZH-CN; mso-font-kerning: 1.5pt;"><span style="color: black;"><o:p><span style="color: lime;"><strong>Avaluació: </strong><span style="color: black;">m</span></span><span lang="CA" style="font-family: "Times New Roman","serif"; font-size: 12pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ZH-CN; mso-font-kerning: 1.5pt;">és enllà d'aquesta activitat que suggereix una sèrie de correccions durant la seva realització, l'avaluació de la informació a nivell grupal és fonamental. A més, per treballar amb la Viquipèdia s’ha de realitzar una avaluació en totes les pràctiques que es duguin a terme perquè la informació és abundant i lliure. Per altra banda, també s’ha de tenir en compte:<o:p></o:p></span></o:p></span></span></div>
<span lang="CA" style="font-family: "Times New Roman","serif"; font-size: 12pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ZH-CN; mso-font-kerning: 1.5pt;"><span style="color: black;"><div class="MsoListParagraphCxSpFirst" style="line-height: normal; margin: 0cm 0cm 0pt 36pt; mso-add-space: auto; mso-element-anchor-horizontal: column; mso-element-anchor-vertical: page; mso-element-frame-hspace: 7.05pt; mso-element-top: 181.2pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; mso-layout-grid-align: none; mso-list: l3 level1 lfo3; text-align: justify; text-indent: -18pt;">
<span lang="CA" style="font-family: Wingdings; font-size: 12pt; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings; mso-fareast-language: ZH-CN; mso-font-kerning: 1.5pt;"><span style="mso-list: Ignore;">§<span style="font-size-adjust: none; font-stretch: normal; font: 7pt/normal "Times New Roman";"> </span></span></span><span lang="CA" style="font-family: "Times New Roman","serif"; font-size: 12pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ZH-CN; mso-font-kerning: 1.5pt;">Avaluar críticament les entrades de la llista que està preseleccionada. <o:p></o:p></span></div>
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<span lang="CA" style="font-family: Wingdings; font-size: 12pt; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings; mso-fareast-language: ZH-CN; mso-font-kerning: 1.5pt;"><span style="mso-list: Ignore;">§<span style="font-size-adjust: none; font-stretch: normal; font: 7pt/normal "Times New Roman";"> </span></span></span><span lang="CA" style="font-family: "Times New Roman","serif"; font-size: 12pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ZH-CN; mso-font-kerning: 1.5pt;">Observar si utilitzen els passos suggerits que vaig especificar en la graella de valoració que els hi vaig presentar. Cada grup té la següent valoració per fer una autoavaluació:<o:p></o:p></span></div>
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<u><span lang="CA" style="background: white; color: black; font-family: "Century Gothic","sans-serif"; font-size: 10pt;">Passos suggerits per a una avaluació crítica<o:p></o:p></span></u></div>
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<span lang="CA" style="background: white; color: black; font-family: "Century Gothic","sans-serif"; font-size: 10pt;">1. Llegir la informació. És coherent? És completa?<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: normal; margin: 0cm 0cm 0pt 54pt; mso-add-space: auto; mso-element-anchor-horizontal: column; mso-element-anchor-vertical: page; mso-element-frame-hspace: 7.05pt; mso-element-top: 181.2pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; mso-layout-grid-align: none; text-align: justify;">
<span lang="CA" style="background: white; color: black; font-family: "Century Gothic","sans-serif"; font-size: 10pt;">2. Té les característiques adjudicades a un bon article? (Breu introducció;</span><span lang="CA" style="color: black; font-family: "Century Gothic","sans-serif"; font-size: 10pt;"> <span style="background: white;">Seccions; Referències bibliogràfiques citades; Il·lustracions...)<o:p></o:p></span></span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: normal; margin: 0cm 0cm 0pt 54pt; mso-add-space: auto; mso-element-anchor-horizontal: column; mso-element-anchor-vertical: page; mso-element-frame-hspace: 7.05pt; mso-element-top: 181.2pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; mso-layout-grid-align: none; text-align: justify;">
<span lang="CA" style="background: white; color: black; font-family: "Century Gothic","sans-serif"; font-size: 10pt;">3. Avaluar la quantitat d’enllaços: Quins termes estan enllaçats? Quina informació ens permet incorporar? És</span><span lang="CA" style="color: black; font-family: "Century Gothic","sans-serif"; font-size: 10pt;"><span style="background: white;">pertinent?<o:p></o:p></span></span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: normal; margin: 0cm 0cm 0pt 54pt; mso-add-space: auto; mso-element-anchor-horizontal: column; mso-element-anchor-vertical: page; mso-element-frame-hspace: 7.05pt; mso-element-top: 181.2pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; mso-layout-grid-align: none; text-align: justify;">
<span lang="CA" style="background: white; color: black; font-family: "Century Gothic","sans-serif"; font-size: 10pt;">4. Observar les referències citades: avaluar en cada cas la quantitat de referències</span><span lang="CA" style="color: black; font-family: "Century Gothic","sans-serif"; font-size: 10pt;"><br /><span style="background: white;">bibliogràfiques i la rellevància de les mateixes.<o:p></o:p></span></span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: normal; margin: 0cm 0cm 0pt 54pt; mso-add-space: auto; mso-element-anchor-horizontal: column; mso-element-anchor-vertical: page; mso-element-frame-hspace: 7.05pt; mso-element-top: 181.2pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; mso-layout-grid-align: none; text-align: justify;">
<span lang="CA" style="background: white; color: black; font-family: "Century Gothic","sans-serif"; font-size: 10pt;">5. Contrastar la informació del material amb el d'altres textos: enciclopèdies, llibres de</span><span lang="CA" style="color: black; font-family: "Century Gothic","sans-serif"; font-size: 10pt;"><br /><span style="background: white;">text, etc.<o:p></o:p></span></span></div>
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<span lang="CA" style="background: white; color: black; font-family: "Century Gothic","sans-serif"; font-size: 10pt;">6. La informació està actualitzada?<o:p></o:p></span></div>
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<span lang="CA" style="font-family: Wingdings; font-size: 12pt; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings; mso-fareast-language: ZH-CN; mso-font-kerning: 1.5pt;"><span style="mso-list: Ignore;">§<span style="font-size-adjust: none; font-stretch: normal; font: 7pt/normal "Times New Roman";"> </span></span></span><span lang="CA" style="font-family: "Times New Roman","serif"; font-size: 12pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ZH-CN; mso-font-kerning: 1.5pt;">Comparar com es donen aquests punts en cadascuna de les entrades.<o:p></o:p></span></div>
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<span lang="CA" style="font-family: Wingdings; font-size: 12pt; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings; mso-fareast-language: ZH-CN; mso-font-kerning: 1.5pt;"><span style="mso-list: Ignore;">§<span style="font-size-adjust: none; font-stretch: normal; font: 7pt/normal "Times New Roman";"> </span></span></span><span lang="CA" style="font-family: "Times New Roman","serif"; font-size: 12pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ZH-CN; mso-font-kerning: 1.5pt;">Realitzar un rànquing amb aquestes entrades d'acord a la seva qualitat dins de la Viquipèdia.<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: normal; margin: 0cm 0cm 0pt 36pt; mso-add-space: auto; mso-element-anchor-horizontal: column; mso-element-anchor-vertical: page; mso-element-frame-hspace: 7.05pt; mso-element-top: 181.2pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; mso-layout-grid-align: none; mso-list: l3 level1 lfo3; text-align: justify; text-indent: -18pt;">
<span lang="CA" style="font-family: Wingdings; font-size: 12pt; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings; mso-fareast-language: ZH-CN; mso-font-kerning: 1.5pt;"><span style="mso-list: Ignore;">§<span style="font-size-adjust: none; font-stretch: normal; font: 7pt/normal "Times New Roman";"> </span></span></span><span lang="CA" style="font-family: "Times New Roman","serif"; font-size: 12pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ZH-CN; mso-font-kerning: 1.5pt;">Si s'adverteix algun error notificar l'error.</span><br />
<br />
<span style="color: lime;"><strong>Valoració:</strong></span> <br />
<div class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 0pt; mso-element-anchor-horizontal: column; mso-element-anchor-vertical: page; mso-element-frame-hspace: 7.05pt; mso-element-top: 181.2pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; mso-layout-grid-align: none; text-align: justify;">
<span lang="CA" style="font-family: "Times New Roman","serif"; font-size: 12pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ZH-CN; mso-font-kerning: 1.5pt;">Algunes de les valoracions extretes en la realització de l’activitat han estat:<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpFirst" style="line-height: normal; margin: 0cm 0cm 0pt 18pt; mso-add-space: auto; mso-element-anchor-horizontal: column; mso-element-anchor-vertical: page; mso-element-frame-hspace: 7.05pt; mso-element-top: 181.2pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; mso-layout-grid-align: none; mso-list: l0 level1 lfo4; text-align: justify; text-indent: -18pt;">
<span lang="CA" style="color: black; font-family: Symbol; font-size: 10pt; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font-size-adjust: none; font-stretch: normal; font: 7pt/normal "Times New Roman";"> </span></span></span><span lang="CA" style="background: white; color: black; font-family: "Century Gothic","sans-serif"; font-size: 10pt;">Potencia</span><span lang="CA" style="background: white; color: black; font-family: "Verdana","sans-serif"; font-size: 7pt;"> </span><span lang="CA" style="background: white; color: black; font-family: "Century Gothic","sans-serif"; font-size: 10pt;">el processament de la informació.<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: normal; margin: 0cm 0cm 0pt 18pt; mso-add-space: auto; mso-element-anchor-horizontal: column; mso-element-anchor-vertical: page; mso-element-frame-hspace: 7.05pt; mso-element-top: 181.2pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; mso-layout-grid-align: none; mso-list: l0 level1 lfo4; text-align: justify; text-indent: -18pt;">
<span lang="CA" style="color: black; font-family: Symbol; font-size: 10pt; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font-size-adjust: none; font-stretch: normal; font: 7pt/normal "Times New Roman";"> </span></span></span><span lang="CA" style="background: white; color: black; font-family: "Century Gothic","sans-serif"; font-size: 10pt;">Obté perspectiva crítica.<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: normal; margin: 0cm 0cm 0pt 18pt; mso-add-space: auto; mso-element-anchor-horizontal: column; mso-element-anchor-vertical: page; mso-element-frame-hspace: 7.05pt; mso-element-top: 181.2pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; mso-layout-grid-align: none; mso-list: l0 level1 lfo4; text-align: justify; text-indent: -18pt;">
<span lang="CA" style="color: black; font-family: Symbol; font-size: 10pt; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font-size-adjust: none; font-stretch: normal; font: 7pt/normal "Times New Roman";"> </span></span></span><span lang="CA" style="background: white; color: black; font-family: "Century Gothic","sans-serif"; font-size: 10pt;">Augmenta el volum d'informació i coneixement dels alumnes.<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: normal; margin: 0cm 0cm 0pt 18pt; mso-add-space: auto; mso-element-anchor-horizontal: column; mso-element-anchor-vertical: page; mso-element-frame-hspace: 7.05pt; mso-element-top: 181.2pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; mso-layout-grid-align: none; mso-list: l0 level1 lfo4; text-align: justify; text-indent: -18pt;">
<span lang="CA" style="color: black; font-family: Symbol; font-size: 10pt; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font-size-adjust: none; font-stretch: normal; font: 7pt/normal "Times New Roman";"> </span></span></span><span lang="CA" style="background: white; color: black; font-family: "Century Gothic","sans-serif"; font-size: 10pt;">Facilita l’aprenentatge amb més profunditat.<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: normal; margin: 0cm 0cm 0pt 18pt; mso-add-space: auto; mso-element-anchor-horizontal: column; mso-element-anchor-vertical: page; mso-element-frame-hspace: 7.05pt; mso-element-top: 181.2pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; mso-layout-grid-align: none; mso-list: l0 level1 lfo4; text-align: justify; text-indent: -18pt;">
<span lang="CA" style="color: black; font-family: Symbol; font-size: 10pt; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font-size-adjust: none; font-stretch: normal; font: 7pt/normal "Times New Roman";"> </span></span></span><span lang="CA" style="background: white; color: black; font-family: "Century Gothic","sans-serif"; font-size: 10pt;">Aprenen valors associats: organització, solidaritat, tolerància.<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: normal; margin: 0cm 0cm 0pt 18pt; mso-add-space: auto; mso-element-anchor-horizontal: column; mso-element-anchor-vertical: page; mso-element-frame-hspace: 7.05pt; mso-element-top: 181.2pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; mso-layout-grid-align: none; mso-list: l0 level1 lfo4; text-align: justify; text-indent: -18pt;">
<span lang="CA" style="color: black; font-family: Symbol; font-size: 10pt; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font-size-adjust: none; font-stretch: normal; font: 7pt/normal "Times New Roman";"> </span></span></span><span lang="CA" style="background: white; color: black; font-family: "Century Gothic","sans-serif"; font-size: 10pt;">Recupera la capacitat de fonamentar i argumentar en contextos de diàleg.<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: normal; margin: 0cm 0cm 0pt 18pt; mso-add-space: auto; mso-element-anchor-horizontal: column; mso-element-anchor-vertical: page; mso-element-frame-hspace: 7.05pt; mso-element-top: 181.2pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; mso-layout-grid-align: none; mso-list: l0 level1 lfo4; text-align: justify; text-indent: -18pt;">
<span lang="CA" style="color: black; font-family: Symbol; font-size: 10pt; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font-size-adjust: none; font-stretch: normal; font: 7pt/normal "Times New Roman";"> </span></span></span><span lang="CA" style="background: white; color: black; font-family: "Century Gothic","sans-serif"; font-size: 10pt;">Aprenen a interactuar.<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpLast" style="line-height: normal; margin: 0cm 0cm 0pt 18pt; mso-add-space: auto; mso-element-anchor-horizontal: column; mso-element-anchor-vertical: page; mso-element-frame-hspace: 7.05pt; mso-element-top: 181.2pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; mso-layout-grid-align: none; mso-list: l0 level1 lfo4; text-align: justify; text-indent: -18pt;">
<span lang="CA" style="color: black; font-family: Symbol; font-size: 10pt; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font-size-adjust: none; font-stretch: normal; font: 7pt/normal "Times New Roman";"> </span></span></span><span lang="CA" style="background: white; color: black; font-family: "Century Gothic","sans-serif"; font-size: 10pt;">S'entrenen per a un context social en el qual la modalitat de treball en col·laboració va en augment.</span><br />
</div>
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<br /></div>Carme Gallardohttp://www.blogger.com/profile/13920307723345805827noreply@blogger.com0tag:blogger.com,1999:blog-8266579479307282396.post-88755794987364909242012-03-22T11:03:00.003-07:002012-03-27T13:26:58.595-07:00Google Earth<b><span style="color: blue;">Títol:</span></b> Google Earth<br />
<b><span style="color: blue;"><br />
</span></b><br />
<b><span style="color: blue;">Idioma</span></b>: Català<br />
<b><span style="color: blue;"><br />
</span></b><br />
<b><span style="color: blue;">Nivell educatiu</span>:</b> 2n cicle<br />
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</span></b><br />
<b><span style="color: blue;">Contingut: </span></b>Comunitats autònomes i províncies d'Espanya<br />
<b><span style="color: blue;"><br />
</span></b><br />
<span style="color: blue;"><b>Adreça</b>:</span> <a href="http://www.google.es/intl/es/earth/index.html">http://www.google.es/intl/es/earth/index.html</a><br />
<div style="margin-bottom: 0cm;"></div><br />
<b><span style="color: blue;">Estratègies didàctiques:</span></b> Transmissió de continguts i tècniques col.laboratives<br />
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<b><span style="color: blue;">Aplicació didàctica:</span></b><br />
<b><span style="color: blue;"><br />
</span></b><br />
Durant la primera sessió vàrem utilitzar el google earth a la pissarra digital per identificar Espanya, a més d'identificar els diferents continents i altres païssos (de les diferents nacionalitats que hi ha al grup-classe).<br />
<div style="margin-bottom: 0cm;">A la segona sessió varen fer una fitxa on se'ls demanava que trobassin mitjançant google maps individualment una ruta que passàs per una sèrie de ciutats (capitals de província). Durant el cap de setmana a casa han d'intentar trobar una sèrie de llocs emblemàtics de l'Estat i alguns que els interessin a ells, utilitzant el google maps.</div><div style="margin-bottom: 0cm;">A la pissarra digital miram la previsió del temps per aquest dies i cecam el lloc on farà més fred. Identificam algunes províncies que ja coneixem i com a activitat cercam les ciutats ie ls camps de futbol dels equips de primera divisió (amb el google earth).</div><div style="margin-bottom: 0cm;">Avui hem fet un joc en el que intentàven cercar per parelles i amb un ordenador per parella un lloc amb un temps determinat. El qui ho trobava guanyava un punt.</div><div style="margin-bottom: 0cm;"><b><span style="color: blue;"><br />
</span></b><br />
<span style="color: blue; font-weight: bold;">Avaluació: </span>Clara i concreta.<br />
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</span></b><br />
<b><span style="color: blue;">Valoració: </span></b>A l'àrea de Medi crec que és un recurs força interessant a l'hora d'estudiar geografia, i a més arrel d'aquesta pràctica vàrem decidir que també ho podríem utilitzar a Matemàtiques per a fer canvis de mesures i càculs de distàncies. Va esser tambè força engrescador quan els hi vaig demanar que cercassin el pati de l'escola vist des de el cel. En general és un bon recurs per aquesta aplicació en concret.<br />
<div align="LEFT" style="margin-bottom: 0cm;"><br />
</div><div align="LEFT" style="margin-bottom: 0cm;">Inconvenient; has d'instal.lar el google earth a cada ordinador per poder utilitzar totes les seves aplicacions.</div><b><span style="color: blue;"><br />
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<b><span style="color: blue;">Imatge: </span></b><br />
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</span></b><br />
<div class="separator" style="clear: both; text-align: center;"><a href="https://encrypted-tbn2.google.com/images?q=tbn:ANd9GcRvyNr4u_dKpYVKb19wfQ48ydssKPpLjzmQ_8W7rB-U4bLnqhCt" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://encrypted-tbn2.google.com/images?q=tbn:ANd9GcRvyNr4u_dKpYVKb19wfQ48ydssKPpLjzmQ_8W7rB-U4bLnqhCt" /></a></div><b><span style="color: blue;"><br />
</span></b></div>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-8266579479307282396.post-38853647794270938992012-03-22T07:50:00.000-07:002012-03-22T07:50:05.299-07:00Lectura eficaç<!--[if !mso]> <style>
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<div class="MsoNormal" style="text-align: justify;"><b><span style="font-family: "Comic Sans MS"; font-size: 12pt;">TÍTOL:</span></b><span style="font-family: "Comic Sans MS"; font-size: 12pt;"> </span><span lang="CA" style="font-family: "Comic Sans MS"; font-size: 12pt;">Lectura eficaç.</span></div><div class="MsoNormal" style="text-align: justify;"><span style="font-family: "Comic Sans MS"; font-size: 12pt;"><br />
<b>CONTINGUT QUE ES TREBALLA:</b> La descripció d’animals.</span></div><div class="MsoNormal" style="text-align: justify;"><span style="font-family: "Comic Sans MS"; font-size: 12pt;"><br />
<b>ÀREES A LES QUALS ES FA REFERÈNCIA:</b> Llengua catalana i Coneixement del medi.</span></div><div class="MsoNormal" style="text-align: justify;"><span style="font-family: "Comic Sans MS"; font-size: 12pt;"><br />
<b>DESCRIPCIÓ DE L’ACTIVITAT:</b> </span><span lang="CA" style="font-family: "Comic Sans MS"; font-size: 12pt;">L’activitat consisteix en llegir atentament una descripció clara i concisa d’un animal i clicar damunt el dibuix de l’animal que s’ha descrit. L’avaluació és automàtica amb encerts i/o errades. </span><span lang="CA" style="font-family: "Comic Sans MS"; font-size: 12pt;"></span></div><div class="MsoNormal" style="text-align: justify;"><span style="font-family: "Comic Sans MS"; font-size: 12pt;"><br />
<b>PÀGINES WEB O PROGRAMARI UTILITZAT</b></span></div><div class="MsoNormal" style="text-align: justify;"><span lang="CA" style="font-family: "Comic Sans MS"; font-size: 12pt;"><a href="http://www.jverdaguer.org/jsmedia/005eficas/">http://www.jverdaguer.org/jsmedia/005eficas/</a></span><span style="font-family: "Comic Sans MS"; font-size: 12pt;"><br />
<br />
<b>EXEMPLE DE L'ACTIVITAT REALITZADA AMB ELS ALUMNES</b></span></div><div class="MsoNormal" style="margin-right: -0.05pt; text-align: justify;"><span lang="CA" style="font-family: "Comic Sans MS"; font-size: 12pt;">- La tasca presentada “Descripció d’un animal” és una situació contextualitzada molt propera a l’alumnat, bé sigui perquè es descriu un animal de l’entorn proper o observat a través de mitjans audiovisuals.</span></div><div class="MsoNormal" style="margin-right: -0.05pt; text-align: justify;"><span lang="CA" style="font-family: "Comic Sans MS"; font-size: 12pt;">- Genera l’actitud de curiositat i desperta l’interès de l’alumne per saber si encerta la resposta i quin serà el proper animal que surti.</span></div><div class="MsoNormal" style="margin-right: -0.05pt; text-align: justify;"><span lang="CA" style="font-family: "Comic Sans MS"; font-size: 12pt;">- Com que no permet abordatges molt diferents, ja que es tracta d’una activitat d’encert o errada, es pot planificar l’enriquiment de l’activitat treballant les endevinalles, la rima, la poesia (com es fan, quins aspectes han de contemplar, comparacions,); també la tipologia d’animals (vertebrats, invertebrats, tipus de reproducció i alimentació, ...); amagar determinada informació i, com no, aprofitar per treballar la descripció de persones familiars, objectes d’aula i de casa, ...</span></div><div class="MsoNormal" style="margin-right: -0.05pt; text-align: justify;"><span lang="CA" style="font-family: "Comic Sans MS"; font-size: 12pt;">- Per tal de facilitar l’entrada de coneixement extern al centre educatiu es podria fer la simulació, en primer lloc, d’un animal domèstic amb ajuda d’una fotografia o imatge d’internet, i després que un alumne el pogués dur a l’aula per fer les comprovacions oportunes (amb un vídeo del youtube es pot fer també, o inclús d’un animal de la selva).</span></div><div class="MsoNormal" style="margin-right: -0.05pt; text-align: justify;"><span lang="CA" style="font-family: "Comic Sans MS"; font-size: 12pt;">- A l’hora de tenir resultats obtinguts per camins diferents, vist que l’activitat avalua directament l’encert o l’errada, es pot fer una avaluació més senzilla a partir de separar les endevinalles/descripcions per parts: mamífer (quants n’hi ha a les imatges donades?), color (quants d’animals tenen el color que diu la descripció), pèl, escates (quants coincideixen a les imatges?), ...</span></div><div class="MsoNormal" style="margin-right: -0.05pt; text-align: justify;"><span lang="CA" style="font-family: "Comic Sans MS"; font-size: 12pt;">- Per tal de presentar la informació inicial emprant diverses representacions, crec que abans ja n’he parlat, la imatge que ofereix l’activitat es pot millorar amb altres imatges d’Internet, vídeos que tenim al youtube o amb alguna possibilitat de dur qualque animal domèstic a l’aula; inclús amb la visita o sortida del centre visitant algun parc aquàtic, zoològic, ...</span></div><div class="MsoNormal" style="margin-right: -0.05pt; text-align: justify;"><span lang="CA" style="font-family: "Comic Sans MS"; font-size: 12pt;">- Si volem afavorir la generació d’opinions personals i crítiques, podem demanar a l’alumnat que individualment, en parelles o en petit grup puguin canviar, modificar o millorar les descripcions donades a la pantalla: què afegirien o llevarien per donar més facilitat o dificultat a l’activitat a l’hora de resoldre; hi posarien més imatges, en llevarien, posarien l’opció de posar pistes com poden ser els sons que emeteixen els animals, ...</span></div><div class="MsoNormal" style="margin-right: -0.05pt; text-align: justify;"><span lang="CA" style="font-family: "Comic Sans MS"; font-size: 12pt;">- Finalment es podria fer les activitats descrites en els punts anterior però en grups per tal de veure les diferents solucions finals a les que cada grupet arribaria. Segur que hi hauria moltes diferències, possiblement totes correctes amb diferents graus de dificultat i, d’aquesta manera es facilitaria l’intercanvi de les opinions en petits grups. </span></div><div class="MsoNormal" style="margin-right: -0.05pt; text-align: justify;"><span lang="CA" style="font-family: "Comic Sans MS"; font-size: 12pt;">D’aquesta manera compliríem amb les característiques que ha de tenir una tasca rica segons l’autor Xavier Vilella passant d’una tasca que en un principi i una vegada analitzada l’activitat sembla que és una mica pobra i que fent tota una sèrie de modificacions s’ha enriquit.</span></div><div class="MsoNormal" style="margin-right: -0.05pt; text-align: justify;"><br />
</div><div class="MsoNormal" style="margin-right: -0.05pt; text-align: justify;"><span lang="CA" style="font-family: "Comic Sans MS"; font-size: 12pt;">A l’hora d’experimentar aquestes implementacions, és clar que l’alumnat tendrà un grau més de motivació a l’hora de treballar: s’ha creat un ambient de treball en petit grup, els resultats al final no seran quasi segur els mateixos (l’objectiu és obtenir diferents resultats però amb una mateixa finalitat), podran entrar elements a l’aula que habitualment no entren (animals de casa reals o de joguina), emprar els ordinadors per cercar imatges, sons, vídeos, per millorar la presentació inicial, fer la presentació de cada grup del resultat final obtingut, fer uns punts de trobada al final per avaluar l’activitat, ...</span></div><div class="MsoNormal" style="margin-right: -0.05pt; text-align: justify;"><br />
</div><div class="MsoNormal" style="margin-right: -0.05pt; text-align: justify;"><span lang="CA" style="font-family: "Comic Sans MS"; font-size: 12pt;">L’anàlisi dels resultats serà positiu des del punt de vista que ells han elaborat un producte a partir d’un exemple i que aquest producte ha millorat i l’han hagut de consensuar en grup, posant-se d’acord en alguns termes i el que realment interessa és les diferents metodologies emprades i no tant la reproducció o repetició de conceptes.</span></div><div class="MsoNormal"><br />
</div><div class="MsoNormal"><b><span style="font-family: "Comic Sans MS"; font-size: 12pt;">IMATGE</span></b></div><div class="separator" style="clear: both; text-align: center;"><a href="http://files.cmsantjaume.webnode.com/200000078-39dfa3ad9b/lectura%20efica%C3%A7.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="243" src="http://files.cmsantjaume.webnode.com/200000078-39dfa3ad9b/lectura%20efica%C3%A7.jpg" width="400" /></a></div><div class="MsoNormal"><span> <table align="left" cellpadding="0" cellspacing="0"><tbody>
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</tbody></table></span><span style="font-family: "Comic Sans MS"; font-size: 12pt;"> </span></div>TONI BOYERAShttp://www.blogger.com/profile/00394144320359467061noreply@blogger.com0tag:blogger.com,1999:blog-8266579479307282396.post-6361272419672349742012-03-22T03:14:00.004-07:002012-03-29T02:39:49.857-07:00<!--[if gte mso 9]><xml> <w:worddocument> <w:view>Normal</w:View> <w:zoom>0</w:Zoom> <w:trackmoves/> <w:trackformatting/> <w:hyphenationzone>21</w:HyphenationZone> <w:punctuationkerning/> <w:validateagainstschemas/> <w:saveifxmlinvalid>false</w:SaveIfXMLInvalid> <w:ignoremixedcontent>false</w:IgnoreMixedContent> <w:alwaysshowplaceholdertext>false</w:AlwaysShowPlaceholderText> <w:donotpromoteqf/> <w:lidthemeother>ES</w:LidThemeOther> <w:lidthemeasian>X-NONE</w:LidThemeAsian> <w:lidthemecomplexscript>X-NONE</w:LidThemeComplexScript> <w:compatibility> <w:breakwrappedtables/> <w:snaptogridincell/> <w:wraptextwithpunct/> <w:useasianbreakrules/> <w:dontgrowautofit/> 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" alt="" /></span></p> <p class="MsoNormal" style="margin-bottom: 0.0001pt; line-height: normal; font-family: arial;"><span style="font-size:100%;"><span style="font-size:12.0pt;mso-fareast-font-family:"Times New Roman"; color:red;mso-ansi-language:ES;mso-fareast-language:ES;mso-bidi-font-weight: bold">Títol:</span><span style="font-size:12.0pt;mso-fareast-font-family:"Times New Roman"; mso-ansi-language:ES;mso-fareast-language:ES"> Blogger</span></span></p> <p class="MsoNormal" style="margin-bottom: 0.0001pt; line-height: normal; font-family: arial;"><span style="font-size:100%;"><span style="font-size:12.0pt;mso-fareast-font-family:"Times New Roman"; color:red;mso-ansi-language:ES;mso-fareast-language:ES;mso-bidi-font-weight: bold">Àrea:</span><b><span style="font-size:12.0pt;mso-fareast-font-family: "Times New Roman";color:blue;mso-ansi-language:ES;mso-fareast-language:ES"> </span></b><span style="font-size:12.0pt;mso-fareast-font-family:"Times New Roman";mso-ansi-language: ES;mso-fareast-language:ES">Coneixement del medi i llengua catalana</span></span></p> <p class="MsoNormal" style="margin-bottom: 0.0001pt; line-height: normal; font-family: arial;"><span style="font-size:100%;"><span style="font-size:12.0pt;mso-fareast-font-family:"Times New Roman"; color:red;mso-ansi-language:FR-MC;mso-fareast-language:ES;mso-bidi-font-weight: bold" lang="FR-MC">Contingut:</span><span style="font-size:12.0pt;mso-fareast-font-family: "Times New Roman";mso-ansi-language:FR-MC;mso-fareast-language:ES" lang="FR-MC"> Treballem les competències</span></span></p> <p class="MsoNormal" style="margin-bottom: 0.0001pt; line-height: normal; font-family: arial;"><span style="font-size:100%;"><span style="font-size:12.0pt;mso-fareast-font-family:"Times New Roman"; color:red;mso-ansi-language:FR-MC;mso-fareast-language:ES;mso-bidi-font-weight: bold" lang="FR-MC">Nivell educatiu</span><b><span style="font-size:12.0pt; mso-fareast-font-family:"Times New Roman";color:blue;mso-ansi-language:FR-MC; mso-fareast-language:ES" lang="FR-MC">:</span></b><span style="font-size:12.0pt; mso-fareast-font-family:"Times New Roman";mso-ansi-language:FR-MC;mso-fareast-language: ES" lang="FR-MC"> 3r cicle d'EP</span></span></p> <p class="MsoNormal" style="margin-bottom: 0.0001pt; line-height: normal; font-family: arial;"><span style="font-size:100%;"><span style="font-size:12.0pt;mso-fareast-font-family:"Times New Roman"; color:red;mso-ansi-language:FR-MC;mso-fareast-language:ES;mso-bidi-font-weight: bold" lang="FR-MC">Idioma:</span><span style="font-size:12.0pt;mso-fareast-font-family: "Times New Roman";mso-ansi-language:FR-MC;mso-fareast-language:ES" lang="FR-MC"> Català</span></span></p> <p class="MsoNormal" style="margin-bottom: 0.0001pt; line-height: normal; font-family: arial;"><span style="font-size:100%;"><span style="font-size:12.0pt;mso-fareast-font-family:"Times New Roman"; color:red;mso-ansi-language:EN-US;mso-fareast-language:ES;mso-bidi-font-weight: bold" lang="EN-US">URL<b>:</b></span><span style="font-size:12.0pt;mso-fareast-font-family: "Times New Roman";mso-ansi-language:EN-US;mso-fareast-language:ES" lang="EN-US"> </span><span style="font-size:12.0pt" lang="CA"><a href="http://aulaema.blogspot.com.es/">http://aulaema.blogspot.com.es/</a></span></span></p> <p class="MsoNormal" style="margin-bottom: 0.0001pt; line-height: normal; font-family: arial;"><span style="font-size:100%;"><span style="font-size:12.0pt" lang="CA"> </span></span></p> <p style="font-family: arial;" class="MsoNormal"><span style="font-size:100%;"><span style="font-size:12.0pt;line-height:115%; color:red" lang="CA">Estratègies didàctiques</span><b style="mso-bidi-font-weight:normal"><span style="font-size:12.0pt;line-height:115%;color:#244061" lang="CA">: </span></b><span style="font-size:12.0pt;line-height:115%" lang="CA">Exposició dels treballs a la resta de la classe. També s’hi pengen recursos perquè a casa puguin practicar, així també els pares fan un seguiment d’aula. Els treballs que se pengen generalment són fets en grups, i la revisió del bloc se fa des de la pissarra digital amb tot el grup classe. A vegades també se pengen treballs individuals per augmentar la motivació i l’ interès.</span></span></p> <p class="TableContents" style="text-align: justify; font-family: arial;"><span style="font-size:100%;"><span style="color: red;">Aplicació didàctica:</span><b style="mso-bidi-font-weight:normal"><span style="color: rgb(36, 64, 97);"> </span></b>. Les feines acabades van penjant-se i després cada grup exposa la feina a la resta de companys mitjançant la pissarra digital. Per ells és molt engrescador veure les feines penjades i n’estan orgullosos. És una gran eina per motivar i engrescar. Treballem totes les competències perquè els treballs que s´hi pengen són en grup: Autonomia i iniciativa personal i aprendre a aprendre: formació dels grups heterogenis (supervisats per jo) però ells s’organitzen les feines a fi de cada un faci una part complementària i s’ajudin entre ells, C. del tractament de la informació i competència digital, han de cercar la informació a la red, interpretar-la i elaborar el power-point; C.<b style="mso-bidi-font-weight:normal"> </b>Lingüística:<b style="mso-bidi-font-weight: normal"> </b>Escriure els textos i fer<b style="mso-bidi-font-weight:normal"> </b>l<b style="mso-bidi-font-weight:normal">’</b>exposició oral. C. social i ciutadana, es respecten els treballs i en fan valoracions,...</span></p> <p style="font-family: arial;" class="MsoNormal"><span style="font-size:100%;"><span style="font-size:12.0pt;line-height:115%; color:#244061" lang="CA"> </span><span style="font-size:12.0pt;line-height:115%; color:red" lang="CA">Avaluació:</span><span style="font-size:12.0pt;line-height: 115%;color:#244061" lang="CA"> </span><span style="font-size:12.0pt;line-height: 115%" lang="CA">No planteja<span style="color:#244061"></span></span></span></p> <p class="MsoNormal"><span style="font-size:100%;"><span style="font-size: 12pt; line-height: 115%; color: red; font-family: arial;" lang="CA">Valoració</span><b style="font-family: arial;"><span style="font-size:12.0pt;line-height:115%;color:#244061" lang="CA">:</span></b></span><span style="font-size:12.0pt;line-height:115%" lang="CA"><span style="font-size:100%;"><span style="font-family: arial;"> Molt positiva. És un bon recurs per fer el seguiment de classe i com a mitjà de comunicació entre família i classe. Els nins troben més sentit a fer les tasques per què saben que poden ser penjades al bloc. La feina agafa un sentit més funcional</span></span>.</span></p>recursos TIChttp://www.blogger.com/profile/05970553014229426222noreply@blogger.com0tag:blogger.com,1999:blog-8266579479307282396.post-84139130408211907282012-03-21T13:30:00.000-07:002012-03-22T10:02:44.786-07:00ÚS DEL GMAIL<br />
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" width="200" /></div>
<br />
<div style="color: blue; font-family: "Trebuchet MS",sans-serif;">
<span style="font-size: small;"><u><b>FITXA DE L'ACTIVITAT</b></u></span></div>
<div style="font-family: "Trebuchet MS",sans-serif;">
<b style="color: blue;">Títol:</b> Ús del GMAIL</div>
<div style="font-family: "Trebuchet MS",sans-serif;">
<b style="color: blue;">Àrea: </b>Matemàtiques</div>
<div style="font-family: "Trebuchet MS",sans-serif;">
<b><span style="color: blue;">Contingut:</span></b> Problemes. Ús del correu electrònic.</div>
<div style="font-family: "Trebuchet MS",sans-serif;">
<b style="color: blue;">Nivell educatiu:</b> 3r cicle d'EP</div>
<div style="font-family: "Trebuchet MS",sans-serif;">
<b style="color: blue;">Idioma:</b> Català</div>
<div style="font-family: "Trebuchet MS",sans-serif;">
<b style="color: blue;">URL:</b> <a href="http://mail.google.com/?hl=ca">http://mail.google.com/?hl=ca</a></div>
<div style="font-family: "Trebuchet MS",sans-serif;">
<br /></div>
<div style="color: blue; font-family: "Trebuchet MS",sans-serif; text-align: center;">
<b>Aplicació didàctica:</b></div>
<div style="font-family: "Trebuchet MS",sans-serif; margin-bottom: 0cm; text-align: justify;">
Cada alumne ha creat la seva pròpia
adreça de correu per fer feina a l'escola.
</div>
<div style="font-family: "Trebuchet MS",sans-serif; margin-bottom: 0cm; text-align: justify;">
Les adreces han de complir el model per
ser totes iguals: Inicial del nom, llinatge, punt, inicials de
l'escola (Ex.<span style="font-weight: normal;">
</span><a href="mailto:tpalmer.sc@gmail.com"><span style="color: black;"><span style="font-weight: normal;">tpalmer.sc@gmail.com</span></span></a><span style="font-weight: normal;">).
L'han d'obrir amb els seus pares a casa perquè són els
responsables. (Se'ls hi ha explicat amb una circular). Després ja
podem començar a fer-hi feina. </span>
</div>
<div style="font-family: "Trebuchet MS",sans-serif; font-weight: normal; margin-bottom: 0cm; text-align: justify;">
Una de les feines
que hem fet:</div>
<div style="font-family: "Trebuchet MS",sans-serif; margin-bottom: 0cm; text-align: justify;">
Els alumnes han realitzat 14 problemes
de matemàtiques que hi havia en el llibre en el seu quadern. A
continuació han enviat les respostes al mestre per correu
electrònic.</div>
<div style="font-family: "Trebuchet MS",sans-serif; margin-bottom: 0cm; text-align: justify;">
El mestre els hi contesta remarcant
quines respostes no són correctes.</div>
<div style="font-family: "Trebuchet MS",sans-serif; margin-bottom: 0cm; text-align: justify;">
Els alumnes han replantejat els
problemes errats en el seu quadern. Després s'han revisat a l'aula.</div>
<div style="color: blue; font-family: "Trebuchet MS",sans-serif; text-align: center;">
<br /></div>
<div style="color: blue; font-family: "Trebuchet MS",sans-serif; text-align: center;">
<b>Avaluació:</b></div>
<div style="font-family: "Trebuchet MS",sans-serif;">
No planteja </div>
<div style="font-family: "Trebuchet MS",sans-serif;">
<br /></div>
<div style="color: blue; font-family: "Trebuchet MS",sans-serif; text-align: center;">
<b>Valoració:</b></div>
<div style="font-family: "Trebuchet MS",sans-serif;">
</div>
<div style="font-family: "Trebuchet MS",sans-serif; margin-bottom: 0cm; text-align: justify;">
<b>Avantatges:</b> Aprenen
a utilitzar el correu electrònic.</div>
<div style="font-family: "Trebuchet MS",sans-serif; margin-bottom: 0cm; text-align: justify;">
Dona l'opció a que ells
cerquin l'error i el corregeixin.</div>
<div style="font-family: "Trebuchet MS",sans-serif; margin-bottom: 0cm; text-align: justify;">
Comunicació directa amb
el mestre.</div>
<div style="font-family: "Trebuchet MS",sans-serif; margin-bottom: 0cm; text-align: justify;">
<b>Inconvenients:</b></div>
<div style="font-family: "Trebuchet MS",sans-serif; margin-bottom: 0cm; text-align: justify;">
<u>Problemes d'accés a
Internet:</u> Difícils de superar a l'escola mentre no es millori la
instal·lació. Com que tots els alumnes disposen d'Internet a casa
ho envien des del seu ordinador.</div>
<div style="font-family: "Trebuchet MS",sans-serif; margin-bottom: 0cm; text-align: justify;">
<u>Seguretat a la xarxa:</u><span style="text-decoration: none;">
L'adreça que els pares han creat només és per a ús escolar.</span></div>
<div style="font-family: "Trebuchet MS",sans-serif; margin-bottom: 0cm; text-align: justify;">
<u>Oblits de la
contrasenya pròpia:</u> Com que els pares se n'han fet responsables,
són ells els qui controlen la contrasenya i els ajuden a
restablir-la en cas necessari.</div>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-8266579479307282396.post-43083087449832694162012-03-21T12:13:00.001-07:002012-03-21T12:13:36.624-07:00<div align="CENTER" style="margin-bottom: 0cm;">
<span style="color: #00ae00;"><span style="font-size: x-large;"><u>OSSOS
I MÚSCULS </u></span></span>
</div>
<div align="CENTER" style="margin-bottom: 0cm;">
<br />
</div>
<div align="CENTER" style="margin-bottom: 0cm;">
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<div align="LEFT" style="margin-bottom: 0cm;">
<span style="color: #00ae00;"><span style="font-size: x-small;"><u><b>FITXA
DE L'ACTIVITAT</b></u></span></span></div>
<div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="color: #b80047;"><b>Títol</b></span><span style="color: #b80047;">:</span><span style="color: #33cc00;">
</span><span style="color: black;">Ossos i músculs </span>
</div>
<div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="color: #b80047;"><b>Àrea</b></span><span style="color: #33cc00;"><b>:</b></span><span style="color: black;">
Coneixement del Medi</span></div>
<div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="color: #b80047;"><b>Contingut:</b></span><span style="color: #33cc00;">
</span><span style="color: black;">Ossos i músculs del cos</span></div>
<div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="color: #b80047;"><b>Nivell
educatiu</b></span><span style="color: #b80047;">: </span><span style="color: black;">3r
cicle de Primària</span></div>
<div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="color: #b80047;"><b>Idioma</b></span><span style="color: #33cc00;"><b>:</b></span><span style="color: #33cc00;">
</span><span style="color: black;">Català</span></div>
<div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="color: #b80047;"><b>URL</b></span><span style="color: #b80047;">:</span><span style="color: black;"><u>http://clic.xtec.cat/db/act_es.jsp?id=3676</u></span><span style="color: #33cc00;"><br /></span><span style="color: #b80047;"><b>Descriptors</b></span><span style="color: #33cc00;">:
</span><span style="color: black;">Zonaclic-activitats óssos i musculs</span></div>
<div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="color: #33cc00;"><span style="color: #b80047;"><b>Estratègia
didàctica:</b></span> <span style="color: black;">Transmissió de
contonguts i treball individual</span></span></div>
<div align="JUSTIFY" style="margin-bottom: 0cm;">
<br />
</div>
<div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="color: #b80047;"><b>Aplicació
didàctica</b>: </span>
</div>
<div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="color: #b80047;"><span style="color: black;">Després
d´haver estudiat els óssos i músculs del cos vaig trobar que seria
interesant que els alumnes treballasen les diferents parts del cos a
través d´activitats interactives.</span></span></div>
<div align="JUSTIFY" style="margin-bottom: 0cm;">
Les activitats que
proposa aquesta pàgina es fan de manera individual. A mi
m´interessava que els meus alumnes treballesin així perquè ells
mateixos se´n adonassen si sabien els diferents noms dels músculs i
dels óssos.</div>
<div align="JUSTIFY" style="margin-bottom: 0cm;">
La primera part de les
activitats tant dels músculs com les activitats dels óssos ens
presenta l´activitat teòrica, on els alumnes poden memoritzar els
diferents noms després hi ha diferents activitats per practicar el
que s´ha estudiat a través de sopes de lletres i activitats de
relacionar.</div>
<div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="color: black;">La
segona part són activitats per avaluar l´aprenentatge.</span></div>
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<br />
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<span style="font-size: small;"><span style="color: #b80047;"><b>Avaluació</b></span><span style="color: #b80047;">:</span>planteja
activitats però no de forma clara.Després d´haver vist el
continguts els alumnes han de col·locar els noms al lloc
adequat.Així i tot els alumnes si han fet les activitats bé poden
saber si dominen els continguts de la unitat que es treballa.</span></div>
<div style="margin-bottom: 0cm;">
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</div>
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</div>
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<span style="font-size: small;"><span style="color: #b80047;"><b>Valoració:</b></span>
la meva valoració és bona ja que els alumnes no han estat perdut
perquè en tot moment han sabut que havien de fer i per tant no ha
hagut moltes dubtes de com utilitzar la pàgina web. A més el fet de
poder utilitzar un ordinnador cada un els motiva molt i aprenen més
ràpidament.</span></div>
<div style="margin-bottom: 0cm;">
<span style="font-size: small;">Per últim he d´afegir
que a la següent de fer aquestes activitats vaig fer l´examen
escrit de la unitat i he de dir que pel que fa a resultats ha estat
un dels més bons.</span></div>Cinquè Ahttp://www.blogger.com/profile/01776125614411875813noreply@blogger.com0tag:blogger.com,1999:blog-8266579479307282396.post-20214807336339811552012-03-21T10:50:00.001-07:002012-03-21T10:54:50.375-07:00Treballant amb GOOGLE<div style="text-align: center;">
<span style="color: blue; font-size: large;"><strong>FITXA DE L'ACTIVITAT</strong></span></div>
<br />
<strong><span style="color: blue;">Títol</span></strong>: Treballant amb Google.<br />
<br />
<strong><span style="color: blue;">Àrea</span></strong>: Castellà.<br />
<br />
<strong><span style="color: blue;">Contingut</span></strong>:
<span lang="CA">Google és el motor de cerca per Internet més gran i utilitzat actualment. Ofereix una forma ràpida i senzilla de trobar informació en la web, amb accés a un índex de més de 8.168 milions de pàgines web.</span><br />
<br />
<span lang="CA"></span><span style="color: blue;"><strong>Nivell educatiu</strong></span>: Tercer cicle de primària.<br />
<br />
<strong><span style="color: blue;">Llengua</span></strong>: Castellà.<br />
<br />
<strong><span style="color: blue;">Adreça</span></strong>: <span lang="CA" style="font-family: "Times New Roman","serif"; font-size: 12pt; mso-ansi-language: CA; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;"><a href="http://www.google.es/"><strong><span style="color: #990000;">http://www.google.es</span></strong></a></span><br />
<br />
<span style="color: blue;"><strong>Descriptors</strong></span>: <span lang="CA" style="font-family: "Times New Roman","serif"; font-size: 12pt; mso-ansi-language: CA; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">Noticias ,diario,
periódicos España, última hora, noticias nacionales, noticias internacionales.</span><br />
<br />
<span style="color: blue;"><strong>Estratègies didàctiques</strong></span>: Transmissió de continguts, tècniques col·laboratives i treball individual.<br />
<br />
<span style="color: blue;"><strong>Aplicació didàctica:</strong></span>
<br />
<div class="MsoNormal" style="margin: 0cm 0cm 0pt;">
<span lang="CA">Com a treball de final d’unitat els alumnes en
grups de quatre fan un telediari, tenen llibertat a l’hora de triar
la notícia. He aprofitat l’activitat d’aquest curs per fer la recerca en Internet
mitjançant google i no als diaris que tenen a casa.</span></div>
<u><span lang="CA">Activitats prèvies:</span></u><span lang="CA"> Parlar dels telediaris, com es fan, els diferents tipus de notícies,
com es redacten i el tipus de text que s’utilitza. La redacció de les notícies
en els diferents diaris.</span><br />
<u><span lang="CA">Desenvolupament:</span></u><span lang="CA"> Cada
alumne treballa individualment cercant un tipus de notícia, prèviament
acordat amb el seu grup (mitjançant google) Una vegada triada la notícia
la busquen en un altre diari per tal de fer comparacions i aleshores
resumir-la.</span><br />
<span lang="CA">Després en grups de quatre la fiquen en
comú i decideixen l’estructura del telediari.</span><br />
<u><span lang="CA">Activitats de tancament</span></u><span lang="CA">: El següent dia cada grup exposa el seu telediari a la resta de la
classe.</span><br />
<br />
<span style="color: blue;"><strong>Avaluació</strong></span>: No planteja.<br />
<br />
<span style="color: blue;"><strong>Valoració:</strong></span>
<span lang="CA">Incloure una part de treball amb els
ordinadors utilitzant Internet és molt motivador per als alumnes.
Utilitzar google per tal de fer un treball els agrada molt, però també són conscients de la quantitat d’informació que poden trobar a Internet i de que han de saber
seleccionar-la.</span><br />
<br />
<strong><span style="color: blue;">Imatge:</span></strong><br />
<div class="separator" style="clear: both; text-align: center;">
<a href="http://1.bp.blogspot.com/-QVjzPj_toVQ/T2oSScME83I/AAAAAAAAAAY/rMFwjRVCAdA/s1600/google.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="133" src="http://1.bp.blogspot.com/-QVjzPj_toVQ/T2oSScME83I/AAAAAAAAAAY/rMFwjRVCAdA/s320/google.jpg" width="320" /></a></div>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-8266579479307282396.post-9708498608883228172012-03-21T08:00:00.001-07:002012-03-22T06:10:33.724-07:00HOQUEI<div style="color: orange; text-align: center;">
<span style="font-size: small;"><b><span class="Apple-style-span">FITXA DE L’ACTIVITAT</span></b></span></div>
<div style="text-align: center;">
</div>
<div style="text-align: center;">
<b><span class="Apple-style-span" style="font-weight: normal;"><b><span class="Apple-style-span" style="color: #a64d79;"></span></b></span></b> </div>
<div style="text-align: center;">
<b><span class="Apple-style-span" style="font-weight: normal;"><b><span class="Apple-style-span" style="color: orange;">Títol:</span> </b></span><span class="Apple-style-span" style="font-weight: normal;">Hoquei</span></b><br />
<b><span class="Apple-style-span" style="font-weight: normal;"> </span></b><span style="color: orange;"><b>Recurs TIC:</b> <span style="color: black;">JCLIC</span><b><br /></b></span></div>
<div style="text-align: center;">
<b><span class="Apple-style-span" style="color: #a64d79;"><span style="color: orange;">Àrea:</span> </span></b>Educació fisica</div>
<div style="text-align: center;">
<b><span class="Apple-style-span" style="color: #a64d79;"><span style="color: orange;">Contingut:</span> </span></b>normes bàsiques,equipament i tipus de hoquei</div>
<div style="text-align: center;">
<b><span class="Apple-style-span" style="color: orange;">Nivell educatiu:</span> </b>3r cicle EP </div>
<div style="text-align: center;">
<span class="Apple-style-span" style="color: orange; font-weight: bold;">Llengua:</span> Castellà</div>
<span style="color: orange;"> </span><span class="Apple-style-span" style="color: orange; font-weight: bold;">URL:</span><span style="color: orange;"> </span><a href="http://clic.xtec.cat/db/act_es.jsp?id=3713"> http://clic.xtec.cat/db/act_es.jsp?id=3713</a><br />
<div style="color: orange; text-align: center;">
<b><span class="Apple-style-span">Aplicació didàctica:</span></b></div>
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Aquesta tasca s'ha duit a terme a la
segona sessió. La primera es va xerrar en grup del hoquei,normes...
cada alumne explica el que sap i es fan petites activitats
pràctiques com conduccions, aturades...</div>
<div style="text-align: center;">
</div>
<div style="margin-bottom: 0cm; text-align: center;">
Per sabre més damunt hoquei i
confirmar els comentaris dels companys del primer dia, de manera
individual o per parelles (ells elegeixen) fan les activitats de jclic i així aprenguin d'una manera
més lúdica i per ells mateixos.</div>
<div style="color: orange; text-align: center;">
<b><span class="Apple-style-span">Model d’avaluació:</span></b></div>
<div style="text-align: center;">
Directa i concreta al temps que inclou activitat.</div>
<div style="color: orange; text-align: center;">
<b><span class="Apple-style-span">Valoració:</span> </b></div>
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Tota la feina realitzada
pel moment és satisfactòria. A més els nins estaven molt
engrescats i m’ha donat una alternativa molt útil a les meves
classes.</div>
<div align="CENTER" style="margin-bottom: 0cm;">
El problema que m'he
trobat és que qualque nin no sap emprar molt l'ordinador i té
problemes fins arribar a l'aplicació, això l'hem solucionat posant
a una persona que controli més l'ordinador amb una que menys.</div>
<div style="color: orange; margin: 0px; text-align: center;">
<b><span class="Apple-style-span">Imatge: </span></b></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="http://2.bp.blogspot.com/-mHnKlsEAnPY/T2ns6-z0zrI/AAAAAAAAAAM/8UGeyFqNQJY/s1600/Captura-1.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="187" src="http://2.bp.blogspot.com/-mHnKlsEAnPY/T2ns6-z0zrI/AAAAAAAAAAM/8UGeyFqNQJY/s320/Captura-1.png" width="320" /></a></div>
<div style="color: orange; margin: 0px; text-align: center;">
</div>M.Joséhttp://www.blogger.com/profile/05169487804783840300noreply@blogger.com0tag:blogger.com,1999:blog-8266579479307282396.post-16778093900556460272012-03-21T06:53:00.001-07:002012-03-23T04:25:15.102-07:00Jclic Opposites<div style="font-family: Arial,Helvetica,sans-serif; text-align: left;">
<span style="font-size: small;"><span style="color: purple;"><b>Títol:</b> </span>Jclic Opposites</span></div>
<div style="font-family: Arial,Helvetica,sans-serif; text-align: left;">
<span style="font-size: small;"><span style="color: purple;"><b>Idioma:</b> </span>Anglès</span></div>
<div style="font-family: Arial,Helvetica,sans-serif; text-align: left;">
<span style="font-size: small;"><b><span style="background-color: white; color: purple;">Nivell Educatiu: </span></b>Inicial</span></div>
<div style="font-family: Arial,Helvetica,sans-serif; text-align: left;">
<span style="font-size: small;"><b><span style="color: purple;">Etapa:</span> </b>Primària</span></div>
<div style="font-family: Arial,Helvetica,sans-serif; text-align: left;">
<span style="font-size: small;"><span style="color: purple;"><b>Cicle:</b> </span>Segon</span></div>
<div style="font-family: Arial,Helvetica,sans-serif; text-align: left;">
<span style="font-size: small;"><b><span style="color: purple;">Àrea:</span></b> Llengua Anglesa</span></div>
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<div style="font-family: Arial,Helvetica,sans-serif; margin-bottom: 0cm; text-align: left;">
<span style="font-size: small;"><b><span style="color: purple;">Contingut:</span></b> Vocabulari. Adjectius oposats per
descriure. Recorregut sobre els adjectius que empram per descriure
persones i/o coses. S'aprenen pel seu opost. </span></div>
<div style="font-family: Arial,Helvetica,sans-serif; margin-bottom: 0cm; text-align: left;">
<b><br /></b></div>
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<span style="font-size: small;"><b><span style="color: purple;">Adreça:</span> <a href="http://clic.xtec.cat/db/jclicApplet.jsp?project=http://clic.xtec.cat/projects/opposites/jclic/opposites.jclic.zip&lang=en&title=Opposites">opposites</a></b></span><br />
http://clic.xtec.cat/db/jclicApplet.jsp?project=http://clic.xtec.cat/projects/opposites/jclic/opposites.jclic.zip&lang=en&title=Opposites</div>
<div style="font-family: Arial,Helvetica,sans-serif; margin-bottom: 0cm; text-align: left;">
<br /></div>
<div style="font-family: Arial,Helvetica,sans-serif; margin-bottom: 0cm; text-align: left;">
<span style="font-size: small;"><b><span style="color: purple;">Descriptors</span></b>: adjectius oposats pèr descriure</span></div>
<div style="font-family: Arial,Helvetica,sans-serif; margin-bottom: 0cm; text-align: left;">
<b><span style="font-size: small;"><br /></span></b></div>
<div style="font-family: Arial,Helvetica,sans-serif; margin-bottom: 0cm; text-align: left;">
<span style="font-size: small;"><b><span style="color: purple;">Estratègies didàctiques</span>:</b> tecniques col.laboratives i treball individual.</span></div>
<div style="font-family: Arial,Helvetica,sans-serif; text-align: left;">
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<div style="font-family: Arial,Helvetica,sans-serif; margin-bottom: 0cm; text-align: left;">
<br /></div>
<div style="font-family: Arial,Helvetica,sans-serif; margin-bottom: 0cm; text-align: left;">
<span style="font-size: small;"><b><span style="color: purple;">Avaluació</span></b>: Es fa una
prova final on es plantejan en paper les activitats que han fet al
clic. Per saber si han assolit com s'escriuen els adjectius i què
volen dir.</span></div>
<div style="color: purple; font-family: Arial,Helvetica,sans-serif; margin-bottom: 0cm; text-align: left;">
<br /></div>
<div style="font-family: Arial,Helvetica,sans-serif; margin-bottom: 0cm; text-align: left;">
<span style="font-size: small;"><b><span style="color: purple;">Valoració:</span></b> </span></div>
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<span style="font-size: small;">Molt bona. Els alumnes de
quart han après molt. Els de tercer han practicat i han après en el
seu nivell. En principi no hem tingut cap problema. Hem cercat a
Jclic a l'àrea de llengües per primària. Anglès. </span></div>
<div style="font-family: Arial,Helvetica,sans-serif; text-align: left;">
<b><span style="font-size: small;"><br /></span></b></div>
<div style="font-family: Arial,Helvetica,sans-serif; text-align: left;">
<b><span style="font-size: small;"><span style="color: purple;">Imatge:</span></span></b></div>
<div class="separator" style="clear: both; text-align: left;">
<a href="http://1.bp.blogspot.com/-6EoDiiYe9aU/T2ndKxBWt_I/AAAAAAAAAAQ/vrHp4F9lO9c/s1600/jclic_logo.gif" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="http://1.bp.blogspot.com/-6EoDiiYe9aU/T2ndKxBWt_I/AAAAAAAAAAQ/vrHp4F9lO9c/s1600/jclic_logo.gif" /></a></div>
<div style="font-family: Arial,Helvetica,sans-serif; text-align: left;">
<span style="font-size: small;"><br /></span></div>
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<br /></div>
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<br /></div>Bel Amoróshttp://www.blogger.com/profile/08968226260502487852noreply@blogger.com0tag:blogger.com,1999:blog-8266579479307282396.post-71375977628133569742012-03-21T03:23:00.009-07:002012-03-23T03:26:11.916-07:00EL CICLE DE L'AIGUA<a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" style="color: rgb(51, 51, 255);" href="http://4.bp.blogspot.com/-b4w08PORtxQ/T2mxbekfaOI/AAAAAAAAADM/_TpXySLHPlc/s1600/fons.jpg"><img style="display: block; margin: 0px auto 10px; text-align: center; cursor: pointer; width: 320px; height: 240px;" src="http://4.bp.blogspot.com/-b4w08PORtxQ/T2mxbekfaOI/AAAAAAAAADM/_TpXySLHPlc/s320/fons.jpg" alt="" id="BLOGGER_PHOTO_ID_5722299887171627234" border="0" /></a><br /><span style="font-weight: bold; color: rgb(0, 0, 153);">Contingut que és treballa:</span>És una activitat mitjançant una EDI podrem treballar el cicle de l'aigua.S'han Utilizant unes imatges lliures,i s'han gravat unes explicacions i s'han montat una plantilla.El resultat final és una EDI la qual podem obervar mitjançant l'hipervincle a la pàgina de ieduca.<br /><br /><span style="font-weight: bold; color: rgb(0, 0, 153);">Adreça:</span><a href="http://primaria.ieduca.caib.es/images/stories/recursos/activitats/aigua/edi.html">http://primaria.ieduca.caib.es/images/stories/recursos/activitats/aigua/edi.html</a><br /><br /><span style="font-weight: bold; color: rgb(0, 0, 153);">Àrea per la qual és treballa:</span>Medi<br /><br /><span style="font-weight: bold; color: rgb(0, 0, 153);">Cicle:</span>Segon i tercer cicle<br /><br /><span style="font-weight: bold; color: rgb(0, 0, 153);">Aplicació didàctica:</span> És pot aplicar l'EDI als nostres alumnes de diverses maneres.Una pot ser mitjançant l'ordinador personal de cada alumne i que ell experimentin mitjançant l'EDI d'una manera dinàmica el cicle de l'aigua. Aquesta EDI la utilitzaré després d'haver començat el tema 7 que du per títol l'aigua. Després d'haver explicat els tres estats de l'aigua i els canvis d'estat de l'aigua introduiré el cicle de l'aigua mitjançat l'aplicació de l'EDI. Després mitjançant l'ordinador de cada alumne deixaré que ells experimentin. Mitjançant aquesta experimentació visual els alumnes interioritzarien el cicle l'aigua. Nosaltres em recordat el cicle de l'aigua mitjançant una experimentació amb la pissarra digital.Després els alumnes han manipulat l'EDI mitjançant els seus ordinadors personals.<br /><br /><span style="font-weight: bold; color: rgb(0, 0, 153);">Avaluació:</span> No es planteja<br /><br /><span style="font-weight: bold; color: rgb(0, 0, 153);">Valoració:</span>Els alumnes estaven molt engrescats a l'hora d'experimentar mitjançant l'EDI ja que les noves tecnologies són més atractives que el model del llibre.Pere alordahttp://www.blogger.com/profile/05417126712978820585noreply@blogger.com0tag:blogger.com,1999:blog-8266579479307282396.post-67947582958090975692012-03-20T12:05:00.001-07:002012-03-20T12:05:42.417-07:00AT THE RESTAURANT<div class="MsoNormal" style="line-height: 115%; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span lang="CA" style="font-size: 18pt; line-height: 115%;">AT THE RESTAURANT </span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span lang="CA">TITOL: </span></b><span lang="CA">Role play “At the restaurant”.</span></div>
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<b style="mso-bidi-font-weight: normal;"><span lang="CA">Contingut que es treballa:</span></b><span lang="CA">Vocabulari, estructures, entonació.</span></div>
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<b style="mso-bidi-font-weight: normal;"><span lang="CA">Àrea per la qual es treballa</span></b><span lang="CA"> <b style="mso-bidi-font-weight: normal;">:</b>Llengua anglesa.</span></div>
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<b style="mso-bidi-font-weight: normal;"><span lang="CA">Cicle:</span></b><span lang="CA"> Tercer </span></div>
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<b style="mso-bidi-font-weight: normal;"><span lang="CA">Aplicació didàctica:</span></b><span lang="CA">Primer els alumnes han realitzat diferents activitats relacionades amb
el contingut que vull treballar durant aquest trimestre. Els alumnes han estudiat el vocabulari bàsic d’un restaurant a través d’aquesta pàgina web a través
d’activitats diverses de relacionar, completar espais, fer parelles, ordenar
frases, etc. </span></div>
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<span lang="CA">Posteriorment
hem passat a la segona fase de la tasca, que consisteix amb l’elaboració d’una
carta d’un restaurant . Aquesta tasca s’ha realitzat en parelles i cada grup a
elegit quin menjar, begudes, postres hi havia al seu restaurant. </span></div>
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<span lang="CA">Per
acabar, els alumnes han estudiant un diàleg senzill entre dos clients i un
cambrer. Els alumnes s’havien d’aprendre un diàleg bàsic però es podia
ampliar tant com volguessin. </span></div>
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<span lang="CA">Per
tal que els alumnes tinguessin una idea del tipus de representació que se’ls
demanava en vàrem veure un grapat a la
xarxa.</span></div>
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<span lang="CA">El
resultat final de la tasca és la representació davant de tota la classe dels
diàleg del restaurant. Per fer la representació s’ha d’utilitzar tot el
material elaborat prèviament (menjar, begudes, doblers, etc)</span></div>
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<b style="mso-bidi-font-weight: normal;"><span lang="CA">Avaluació: </span></b><span lang="CA">S’ha tengut present, l’entonació, pronúncia i tota la posada en escena
davant la classe. Com a mestre també he valorat tota la feina feta anteriorment
abans de realitzar el “role play” davant la classe.</span></div>
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<b style="mso-bidi-font-weight: normal;"><span lang="CA">Valoració: </span></b><span lang="CA">La meva valoració és molt positiva. Em sembla una tasca molt adequada
per aquest cicle, a més els alumnes a part de divertir-se veuen una utilitat
real al que treballen a classe.</span></div>
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<b style="mso-bidi-font-weight: normal;"><span lang="CA">Pàgina web</span></b><span lang="CA">: <span class="link"><a href="http://www.agendaweb.org/"><span style="color: windowtext;">http://www.agendaweb.org/</span></a></span></span></div>
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<b style="mso-bidi-font-weight: normal;"><span lang="CA">Imatge :</span></b><span lang="CA"> </span></div>
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<br /></div>Cinquè Ahttp://www.blogger.com/profile/01776125614411875813noreply@blogger.com0tag:blogger.com,1999:blog-8266579479307282396.post-26488062838491239752012-03-20T11:07:00.004-07:002012-03-23T04:55:19.834-07:00El Sistema Solar<div class="separator" style="clear: both; text-align: center;">
<a href="http://3.bp.blogspot.com/--vHeMFgqf1I/T2i8PYdgcGI/AAAAAAAAAAQ/e6ZW0-yALYM/s1600/introduccio.jpeg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="120" src="http://3.bp.blogspot.com/--vHeMFgqf1I/T2i8PYdgcGI/AAAAAAAAAAQ/e6ZW0-yALYM/s200/introduccio.jpeg" width="200" /></a></div>
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<span style="font-family: Arial,Helvetica,sans-serif;"><b><span style="color: blue;">Títol:</span></b> El Sistema Solar</span></div>
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<span style="font-family: Arial,Helvetica,sans-serif;"><b><span style="color: blue;">Àrea:</span></b> Coneixement del Medi</span></div>
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<b><span style="color: blue; font-family: Arial,Helvetica,sans-serif;">Contingut:</span></b></div>
<div style="text-align: justify;">
<span style="font-family: Arial,Helvetica,sans-serif;"> • L’Univers i les galàxies.</span></div>
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</div>
<div style="text-align: justify;">
<span style="font-family: Arial,Helvetica,sans-serif;">• El sistema solar. El Sol i els planetes. Altres astres.</span><br />
<a href="http://3.bp.blogspot.com/-p7D_H3llyyk/T2s9fYySMaI/AAAAAAAAAAY/e-9tblPJOV0/s1600/Dibujo.JPG" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="80" src="http://3.bp.blogspot.com/-p7D_H3llyyk/T2s9fYySMaI/AAAAAAAAAAY/e-9tblPJOV0/s200/Dibujo.JPG" width="200" /></a><span style="font-family: Arial,Helvetica,sans-serif;">• La Terra. Estructura. Moviments.</span></div>
<div style="text-align: justify;">
<span style="color: black; font-family: Arial,Helvetica,sans-serif;">• La Lluna. Fases.</span></div>
<div style="text-align: justify;">
<span style="color: black; font-family: Arial,Helvetica,sans-serif;">• Per saber-ne més: <span style="color: black;"><u>Tecnologies per a l’estudi de l’Univers.</u></span></span><br />
<b style="font-family: Arial, Helvetica, sans-serif;"><span style="color: blue;">Nivell educatiu:</span></b><span style="font-family: Arial,Helvetica,sans-serif;"> 3r cicle de primària.</span></div>
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<span style="font-family: Arial,Helvetica,sans-serif;"><b><span style="color: blue;">Idioma:</span></b> Català</span></div>
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<span style="font-family: Arial,Helvetica,sans-serif;"><b><span style="color: blue;">URL:</span> </b><u><a href="http://es.wikibooks.org/wiki/Wikichicos/Sistema_Solar">http://es.wikibooks.org/wiki/Wikichicos/Sistema_Solar</a></u></span></div>
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<span style="font-family: Arial,Helvetica,sans-serif;"><span style="color: blue;"><b>Descriptors:</b> </span>Sistema Solar, noms dels planetes.</span></div>
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<span style="font-family: Arial,Helvetica,sans-serif;"><b><span style="color: blue;">Estratègies didàctiques:</span></b> Transmissió de continguts i tècniques col.laboratives</span></div>
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<b><span style="font-family: Arial,Helvetica,sans-serif;"><span style="color: blue;">Aplicació didàctica:</span> </span></b></div>
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<span style="font-family: Arial,Helvetica,sans-serif;"><span style="color: black;"><span style="background-color: #fef9f6;">Ja que a la nostra escola hem decidit usar els llibres com una guia per a aconseguir els objectius que es proposen a les programacions de l'àrea del Coneixement del Medi, hem començat </span></span><span style="color: black;"><b><span style="background-color: #fef9f6;">el segon trimestre</span></b></span><span style="color: black;"><span style="background-color: #fef9f6;"> a treballar el bloc de l'Univers. Volem que els nostres alumnes realitzin una <u>W</u></span></span><span style="color: black;"><span style="background-color: #fef9f6;"><u>eb Quest</u> </span></span><span style="color: black;"><span style="background-color: #fef9f6;">sobre l'Univers, usant les TIC com a recurs. </span></span><span style="color: black;"><span style="background-color: #fef9f6;">Partim de les observacions del professor Adrolin Sinof.</span></span><span style="color: black;"><span style="background-color: #fef9f6;"> </span></span> </span></div>
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<span style="font-family: Arial,Helvetica,sans-serif;"><span style="color: black;"><span style="background-color: #fef9f6;">La temporalització serà de </span></span><span style="color: black;"><b><span style="background-color: #fef9f6;">quatre setmanes.</span></b></span></span><br />
<span style="background-color: #fef9f6; font-family: Arial,Helvetica,sans-serif;">Es tracta d'una activitat motivadora per als nostres alumnes. </span></div>
<div style="text-align: justify;">
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="color: black;"><span style="background-color: #fef9f6;">Parlant amb ells el primer que van fer va ser explicar -ho i els hi vam ensenyar una, explicant pas a pas el que havien de fer.</span></span></span><br />
<span style="background-color: #fef9f6; font-family: Arial,Helvetica,sans-serif;">Després van decidir què farien per l'educació plàstica i varen decidir fer un sistema solar usant una escala partint de la mesura del radi del sol.</span></div>
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<span style="font-family: Arial,Helvetica,sans-serif;"><span style="color: black;"><span style="background-color: #fef9f6;">Quant als grups estan formats de tres en tres, els grups els fan ells però amb unes pautes, de manera que en cada grup hi ha un nen o nena que treballa menys, i els altres dos que li poden ajudar, per tant l'atenció a la diversitat està coberta. Fan varies feines, uns busquen en els ordinadors la informació, altres busquen fotos.... Es responsabilitzen de les seves tasques i de la seva </span></span><span style="background-color: #fef9f6;">organització. A part de la feina que es fa en classe se'ls hi diu que es poden reunir fora de l'escola i anar fent feina (això ja els resulta més complicat, perquè són petits i és més difícil que es puguin reunir).</span></span></div>
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<span style="background-color: #fef9f6;"><span style="font-family: Arial,Helvetica,sans-serif;">El procés està dividit en set activitats:</span></span><br />
<span style="background-color: #fef9f6; font-family: Arial,Helvetica,sans-serif;">- El Sol, les seves característiques i la seva importància per a la vida a la Terra.</span></div>
<div style="text-align: justify;">
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="color: black;"><span style="background-color: #fef9f6;">- El Sistema Solar. Els planetes: nombre, nom i dades importants. </span></span></span></div>
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<span style="font-family: Arial,Helvetica,sans-serif;"><span style="color: black;"><span style="color: black;"><span style="background-color: #fef9f6;">- Les galàxies. Nom de la nostra galàxia. </span></span><span style="color: black;"><span lang="en-GB"><span style="background-color: #fef9f6;">Satèl•lits, cometes, asteroides i meteorits. </span></span></span><span style="color: black;"><span style="background-color: #fef9f6;">Interaccions entre els diferents astres del Sistema solar.</span></span></span></span><br />
<span style="background-color: #fef9f6; font-family: Arial,Helvetica,sans-serif;">- La Terra. Capes i parts de la Terra. Problemes de la Terra.</span></div>
<div style="text-align: justify;">
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="color: black;"><span style="background-color: #fef9f6;">- Moviment de la Terra sobre sí mateixa i el fenomen dels dies i les nits.</span></span></span><br />
<span style="background-color: #fef9f6; font-family: Arial,Helvetica,sans-serif;">- Moviment de la Terra al voltant del Sol i les estacions de l’any.</span><br />
<span style="background-color: #fef9f6; font-family: Arial,Helvetica,sans-serif;">- El satèl•lit natural de la Terra. Maneres de veure la Lluna.</span><br />
<span style="background-color: #fef9f6; font-family: Arial,Helvetica,sans-serif;">Al final, hauran d'haver presentat un power point i el treball de plàstica.</span><br />
<b style="font-family: Arial, Helvetica, sans-serif; text-align: left;"><span style="color: blue;">Avaluació:</span></b><span style="font-family: Arial,Helvetica,sans-serif; text-align: left;"> S'avalua mitjançant les següents </span><u style="font-family: Arial, Helvetica, sans-serif; text-align: left;">rúbriques:</u><span style="font-family: Arial,Helvetica,sans-serif; text-align: left;"> </span><span style="font-family: Arial,Helvetica,sans-serif; text-align: left;"><a href="http://sites.google.com/site/webquestmcanada4/avaluacio/avaluacio">Exposició oral</a>, </span><span style="font-family: Arial,Helvetica,sans-serif; text-align: left;"><a href="https://docs.google.com/viewer?a=v&pid=sites&srcid=eHRlYy5jYXR8d2VicXVlc3QtdW5pdmVyc3xneDo2MTAwMGMyZmY2NjZjYzMx">PowerPoint</a>, </span><span style="font-family: Arial,Helvetica,sans-serif; text-align: left;"><a href="https://docs.google.com/viewer?a=v&pid=sites&srcid=eHRlYy5jYXR8d2VicXVlc3QtdW5pdmVyc3xneDo0OGM1ZTk1NThkMTY2MTI0">Col·laboració en grup</a>, </span><span style="font-family: Arial,Helvetica,sans-serif; text-align: left;"><a href="https://docs.google.com/viewer?a=v&pid=sites&srcid=eHRlYy5jYXR8d2VicXVlc3QtdW5pdmVyc3xneDo0ZWEwYWQ3Y2RjNjI1OGQ2">Col·laboració individual</a>.</span><br />
<b style="font-family: Arial, Helvetica, sans-serif;"><span style="color: blue;">Valoració:</span> </b><span style="font-family: Arial,Helvetica,sans-serif;">És molt interessant ja que són uns alumnes en concret que estan començant a fer treballs cooperatius, que al mateix temps estan molt interessats en usar les TIC com a recurs i que és la primera vegada que fan una Web Quest. En aquest treball també poden aportar les nostres famílies les seves opinions.</span></div>Eliahttp://www.blogger.com/profile/15296348516227013728noreply@blogger.com0tag:blogger.com,1999:blog-8266579479307282396.post-9206823629250233512012-03-20T06:36:00.000-07:002012-03-22T10:03:20.069-07:00L'accentuació<div style="text-align: left;">
<b>Títol:</b> L'accentuació</div>
<div style="text-align: left;">
<b>Àrea:</b> Llengua catalana</div>
<div style="text-align: left;">
<b>Contingut:</b> L’accentuació al tercer cicle de primària
</div>
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<span style="font-size: small;"><b>Nivell educatiu: </b>3r cicle de Primària</span></div>
<div style="color: black; text-align: left;">
<span style="font-size: small;"><b>Idioma:</b> Català</span></div>
<div style="color: black; text-align: left;">
<span style="font-size: small;"><b>URL:</b></span> <a href="http://primaria.ieduca.caib.es/images/stories/PDI/accentuacio.notebook">http://primaria.ieduca.caib.es/images/stories/PDI/accentuacio.notebook</a></div>
<div style="color: black; text-align: left;">
<span style="font-size: small;"><b>Descriptors:</b>català, accentuació, diftongs, agudes, planes,
esdrúixoles, hiats, pdi, notebook.</span></div>
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<b>
</b></div>
<div style="color: black; text-align: left;">
<b><span style="font-size: small;"><b>Estratègia didàctica:</b></span></b><span style="font-size: small;">Transmissió de continguts</span>, tècnica col·laborativa i treball individual</div>
<b><b>
</b></b><br />
<div style="color: black; text-align: left;">
<b><b><span style="font-size: small;"><b>Aplicació didàctica: </b></span>
</b></b><br />
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<span lang="CA" style="font-size: small;">Aquest és un notebook adequat per a
l’aprenentatge de l’accentuació al tercer cicle de primària. Els alumnes se’l
descarreguen als portàtils. Llavors anam treballant la teoria i, una vegada
entesa, passam a fer els exercicis individualment o per grup. Una vegada
resolts, es guarda el notebook amb un altre nom al seu pc personal i així puc
anar mirant on s’equivoquen i on encerten. Si tenc dubtes d’algun alumne/a, li
faig allotjar al dropbox que compartim i puc corregir-lo des del meu pc. Com
que estam asseguts en grup, la feina és igualment col·laborativa com
individual.</span></div>
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<div class="MsoNormal" style="font-weight: normal; text-align: justify;">
<span lang="CA" style="font-size: small;">Aquesta aplicació didàctica respon a la manera de fer feina que tenim
dins l’aula durant tot el trimestre. No és un dia en especial. Aquest projecte
que treballam dos mestres del CEIP Vialfàs s’anomena Català2punt0 i el vam
començar al segon trimestre. Llevat de les lectures de cada tema i les
obligatòries que feim cada trimestres, treballam l’expressió escrita, el
vocabulari, la gramàtica i l’ortografia a través del notebook. Vam començar a
introduir-ho a final del primer trimestre per tal d’explicar als alumnes com
funcionaven les eines que empraríem durant el 2n i 3r trimestre (notebook,
dropbox, twitter, bloc...)</span></div>
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<b><b><span style="color: #33cc00; font-size: small;"><span style="color: #33cc00;"><b style="color: black;">Avaluació:</b> </span><span style="color: black; font-weight: normal;">Inclou activitat </span></span></b></b></div>
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<b><b><span style="color: #33cc00; font-size: small;"><span style="color: black;"><b>Valoració: </b></span></span></b></b></div>
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<span lang="CA" style="font-size: small;">La meva
valoració és molt positiva. La dels alumnes també. Ells creuen que d’aquesta
manera és més fàcil aprendre i més entretengut i motivador. A més, a casa podem
subratllar els continguts, fer les activitats de bell nou, treballar els
enllaços... Crec que estam en el camí correcte. Els alumnes aprenen alhora que gaudeixen d’una eina molt més
motivadora que els llibres i els típics exercicis del llibre. I, a més a més,
ens hem adonat que treballam més i feim més activitats que abans perquè després
d’haver fet la classe amb els pc, han de fer els exercicis del llibre a casa.
Per tant, feim el doble de feina que l’any passat. La dificultat més grossa és la diversitat de l’aula. Només
tenim uns quants alumnes que no segueixen el curs (6è) i hem de preparar feina
per a ells. Treballen el mateixos continguts adaptats al seu
nivell. Si nosaltres feim accentuació, ells fan vocals tònica i àtona. Si feim
camps semàntics, ho adaptam al 2n cicle. I així tots els alumnes treballen amb
els ordinadors i cap ni un se sent discriminat.</span></div>
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</b></b>Miquel Àngel Ponshttp://www.blogger.com/profile/07471167849462322111noreply@blogger.com0tag:blogger.com,1999:blog-8266579479307282396.post-61992751117976666982012-03-20T03:46:00.005-07:002012-03-23T09:52:27.431-07:00ELS RIUS D'EUROPA<a href="http://1.bp.blogspot.com/-9EQbLuWnolE/T2htN6RvNAI/AAAAAAAAAs0/6ZvyhsC_jOA/s1600/ieduca.jpg"><span style="color: rgb(51, 204, 0);"></span><img style="margin: 0px auto 10px; width: 160px; height: 152px; text-align: center; display: block; cursor: pointer;" id="BLOGGER_PHOTO_ID_5721943412323595266" border="0" alt="" src="http://1.bp.blogspot.com/-9EQbLuWnolE/T2htN6RvNAI/AAAAAAAAAs0/6ZvyhsC_jOA/s320/ieduca.jpg" /></a><br /><div><span style="color: rgb(51, 51, 255);">FITXA DE L'ACTIVITAT</span></div><div><span style="color: rgb(51, 204, 0);"><strong></strong></span> </div><div><span style="color: rgb(51, 204, 0);"><strong>Títol:</strong> </span><span style="color: rgb(0, 0, 0);">Mapa interactiu d'Europa (Ieduca)</span></div><div align="justify"><span style="color: rgb(0, 0, 0);"><strong><span style="color:#33cc00;">Àrea:</span></strong> Coneixement del Medi</span></div><div align="justify"><span style="color: rgb(51, 204, 0);"><strong>Contingut:</strong> </span><span style="color: rgb(0, 0, 0);">Els rius d'Europa</span></div><div align="justify"><span style="color: rgb(51, 204, 0);"><strong>Nivell educatiu:</strong> </span><span style="color: rgb(0, 0, 0);">3r cicle de Primària</span></div><div align="justify"><span style="color: rgb(51, 204, 0);"><strong>Idioma:</strong> </span><span style="color: rgb(0, 0, 0);">Català</span></div><div align="justify"><span style="color: rgb(51, 204, 0);"><strong>URL:</strong><br /><a href="http://primaria.ieduca.caib.es/index.php?option=com_k2&view=item&id=169:mapes-interactius&Itemid=119">http://primaria.ieduca.caib.es/index.php?option=com_k2&view=item&id=169:mapes-interactius&Itemid=119</a></span></div><div align="justify"><span style="color: rgb(51, 204, 0);"><strong>Descriptors:</strong> <span style="color: rgb(0, 0, 0);">mapa interactiu, rius, Europa</span></span></div><div align="justify"><span style="color: rgb(51, 204, 0);"><span style="color: rgb(51, 204, 0);"><strong>Estratègia didàctica:</strong> </span><span style="color: rgb(0, 0, 0);">Tècnica col·laborativa i treball individual</span></span></div><div align="justify"><span style="color: rgb(51, 204, 0);"><span style="color: rgb(51, 204, 0);"><strong>Aplicació didàctica:</strong> </span></span></div><div align="center"><span style="color: rgb(51, 204, 0);"><em><span style="color: rgb(0, 0, 0);">Situar els rius d'Europa al mapa amb la pissarra digital</span></em></span></div><div align="justify"><span style="color: rgb(51, 204, 0);"><span style="color: rgb(0, 0, 0);">L'aplicació didàctica que he realitzat amb aquest recurs ha anat adreçada als alumnes de 6è de Primària. Ha consistit en anar situant els diferents rius europeus al mapa interactiu. El mapa que hem triat ha estat l'anomenat "Els rius d'Europa (2)". Els alumnes, amb anterioritat, han pogut practicar individualment amb el seu notebook durant dues sessions de 20', tant amb el mapa interactiu com amb mapes que ells anaven cercant a internet. </span></span></div><div align="justify"><span style="color: rgb(51, 204, 0);"><span style="color: rgb(0, 0, 0);">Una vegada realitzades aquestes sessions individuals, els alumnes han aturat els seus ordinadors personals i hem fet la feina grupal amb la pissarra digital. Així, doncs, seguidament els alumnes han fet grups de 6 membres cada un i han triat dues persones: una, que seria l'encarregada de sortir a la pissarra a marcar els rius al mapa, i l'altra, la qual ha fet de portaveu de les respostes que decidia el grup.</span></span></div><div align="justify"><span style="color: rgb(51, 204, 0);"><span style="color: rgb(0, 0, 0);">Per cada riu encertat es donava una puntuació determinada. Ha guanyat el grup que més punts ha aconseguit.</span></span></div><div align="justify"><span style="color: rgb(51, 204, 0);"><span style="color: rgb(51, 204, 0);"><strong>Avaluació:</strong> </span><span style="color: rgb(0, 0, 0);">Clara i concreta</span></span></div><div align="justify"><span style="color: rgb(51, 204, 0);"><span style="color: rgb(51, 204, 0);"><strong>Valoració:</strong> </span><span style="color: rgb(0, 0, 0);">Bona. Personalment la valoració que faig d'aquest recurs és positiva. Amb ell s'ha pogut aconseguir d'una manera divertida l'objectiu que em proposava, que era que els alumnes identificassin a un mapa d'Europa els rius més importants. Els alumnes s'han engrescat molt, sobretot perquè la tasca final era realitzar aquest petit joc per grups.</span></span></div><div> </div>M. Trinidad Bergahttp://www.blogger.com/profile/09125837563049716885noreply@blogger.com0tag:blogger.com,1999:blog-8266579479307282396.post-40332332908112601312012-03-19T10:26:00.010-07:002012-03-23T01:26:54.517-07:00BIOGRAFIA AMB GOOGLE DOCS<div style="text-align: center;"><span style=" font-weight: bold;font-size:180%;color:#33cc00;" >FITXA DE L’ACTIVITAT</span><span style="font-size:130%;"><br /></span></div><div style="text-align: justify;"><span style="font-size:130%;"><br /></span><span style=" font-weight: bold;font-size:130%;color:#cc33cc;" >Títol</span><span style="font-size:130%;">: Biografia<br /></span><span style=" font-weight: bold;font-size:130%;color:#cc33cc;" >Àrea</span><span style="font-size:130%;">: Llengua catalana i castellana.</span><span style=" font-weight: bold;font-size:130%;color:#cc33cc;" ><br />Contingut</span><span style="font-size:130%;">: Expressió escrita<br /></span><span style=" font-weight: bold;font-size:130%;color:#cc33cc;" >Nivell educatiu</span><span style="font-size:130%;">: 3r cicle EP<br /></span><span style=" font-weight: bold;font-size:130%;color:#cc33cc;" >Llengua</span><span style="font-size:130%;">: Català<br /></span><span style=" font-weight: bold;font-size:130%;color:#cc33cc;" >URL</span><span style="font-size:130%;">: <a href="https://accounts.google.com/ServiceLogin?service=writely&passive=1209600&continue=https://docs.google.com/%23&followup=https://docs.google.com/&ltmpl=homepage">https://accounts.google.com/ServiceLogin?service=writely&passive=1209600&continue=https://docs.google.com/%23&followup=https://docs.google.com/&ltmpl=homepage</a><br /></span><span style=" font-weight: bold;font-size:130%;color:#cc33cc;" >Descriptors</span><span style="font-size:130%;">: correu, documents compartits<br /></span><span style=" font-weight: bold;font-size:130%;color:#cc33cc;" >Estratègia didàctica</span><span style="font-size:130%;">: Es tracta de la composició de textos d'informació a partir dels mitjans de comunicació social.<br />A través dels microportàtils i de manera individual el que fan en primer lloc , a través de la xarxa, és cercar informació sobre la vida d'alguna persona, en el nostre cas fou d'un esportista d'elit (prèviament i tot el grup classe havíem comentat qui eren les persones proposades). Una vegada cercada la informació elaboren la seva biografia a través del recurs </span><span style="font-style: italic;font-size:130%;" >"documents" del correu gmail (el qual tenen com a grup classe).</span><span style="font-size:130%;"> De manera que queda guardat el document a la xarxa , i de qualsevol lloc es pot tornar a obrir per acabar o revisar per part seva o corregir per part de la mestra.<br /></span><span style=" font-weight: bold;font-size:130%;color:#cc33cc;" >Model d’avaluació</span><span style="font-size:130%;">: Clara i concreta. La mestra corregeix una per una les biografies (amb l'alumne davant o a distància) i per acabar entre tots comentam que han après d'aquests personatges.<br /></span><span style=" font-weight: bold;font-size:130%;color:#cc33cc;" >Valoració</span><span style="font-size:130%;">:<br />El fet d'utilitzar l'ordinador per fer l'expressió escrita i deixar-los cercar la informació a la xarxa els motiva molt meś que utilitzar la manera convencional de fer les expressions escrites.<br /></span><span style=" font-weight: bold;font-size:130%;color:#cc33cc;" >Imatge</span><span style="font-size:130%;">:<br /><img alt="" src="data:image/png;base64,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" height="150" width="200" /></span></div>Xiscahttp://www.blogger.com/profile/17513632641252834914noreply@blogger.com0tag:blogger.com,1999:blog-8266579479307282396.post-89270181486130794192012-03-19T03:49:00.005-07:002012-03-23T03:39:27.531-07:00ÚS DEL BLOGGER A L'AULA<div class="MsoNormal" style="text-align: justify;"></div><div class="MsoNormal" style="font-family: "Helvetica Neue",Arial,Helvetica,sans-serif; text-align: justify;"><span class="apple-style-span" style="color: purple;"><b><span lang="CA">Àrea:</span></b></span><span class="apple-style-span"><b><span lang="CA" style="color: #a64d79;"> </span></b></span><span class="apple-style-span"><span lang="CA">Totes les àrees</span></span></div><div class="MsoNormal" style="font-family: "Helvetica Neue",Arial,Helvetica,sans-serif; text-align: justify;"></div><div class="MsoNormal" style="font-family: "Helvetica Neue",Arial,Helvetica,sans-serif; text-align: justify;"><span class="apple-style-span" style="color: purple;"><b><span lang="CA">Contingut:</span></b></span><span lang="CA">Treballam la comunicació entre la família i escola.</span></div><div class="MsoNormal" style="font-family: "Helvetica Neue",Arial,Helvetica,sans-serif; text-align: justify;"></div><div class="MsoNormal" style="font-family: "Helvetica Neue",Arial,Helvetica,sans-serif; text-align: justify;"><span class="apple-style-span" style="color: purple;"><b><span lang="CA">Nivell educatiu:</span></b></span><b><span lang="CA"> </span></b><span lang="CA">3r cicle EP</span></div><div class="MsoNormal" style="font-family: "Helvetica Neue",Arial,Helvetica,sans-serif; text-align: justify;"></div><div class="MsoNormal" style="font-family: "Helvetica Neue",Arial,Helvetica,sans-serif; text-align: justify;"><span class="apple-style-span" style="background-color: white;"><b><span lang="CA" style="color: #76923c;"><span style="color: purple;">Llengua:</span></span></b></span><b><span lang="CA"> </span></b><span lang="CA">Català</span></div><div class="MsoNormal" style="font-family: "Helvetica Neue",Arial,Helvetica,sans-serif; text-align: justify;"></div><div class="MsoNormal" style="font-family: "Helvetica Neue",Arial,Helvetica,sans-serif; text-align: justify;"><span class="apple-style-span" style="background-color: white;"><b><span lang="CA" style="color: #76923c;"><span style="color: purple;">URL:</span> <a href="http://classede5ealasallemanacor.blogspot.com.es/">http://classede5ealasallemanacor.blogspot.com.es/</a></span></b></span><b><span lang="CA"><a href="http://ca.wikipedia.org/"></a></span></b></div><div class="MsoNormal" style="font-family: "Helvetica Neue",Arial,Helvetica,sans-serif; text-align: justify;"></div><div class="MsoNormal" style="font-family: "Helvetica Neue",Arial,Helvetica,sans-serif; text-align: justify;"><span class="apple-style-span" style="background-color: white; color: purple;"><b><span lang="CA">Descriptors: </span></b></span><span lang="CA">Blogger / comunicació família-escola</span></div><div class="MsoNormal" style="font-family: "Helvetica Neue",Arial,Helvetica,sans-serif; text-align: justify;"></div><div class="MsoNormal" style="font-family: "Helvetica Neue",Arial,Helvetica,sans-serif; text-align: justify;"><span class="apple-style-span"><b><span lang="CA" style="color: #76923c;"><span style="color: purple;">Estratègia didàctica:</span> </span></b></span><span lang="CA" style="font-size: 11pt;">Transmetre el màxim d'informació diària a les famílies. I per això setmanalment 3 alumnes s'encarreguen d'actualitzar el blog apuntant totes les tasques, treballs, exàmens, llibres de lectura..... A més la mestra també el seu espai per fer els comentaris que trobi necessaris.</span></div><div class="MsoNormal" style="font-family: "Helvetica Neue",Arial,Helvetica,sans-serif; text-align: justify;"></div><div class="MsoNormal" style="font-family: "Helvetica Neue",Arial,Helvetica,sans-serif; text-align: justify;"><span class="apple-style-span"><b><span lang="CA" style="color: #76923c;"><span style="color: purple;">Model d’avaluació:</span> </span></b></span><span lang="CA">No planteja.</span></div><div class="MsoNormal" style="font-family: "Helvetica Neue",Arial,Helvetica,sans-serif; text-align: justify;"><span class="apple-style-span" style="color: purple;"><b><span lang="CA">Valoració:</span></b></span><span lang="CA" style="font-size: 11pt;"> és un recurs molt motivador ja que tan els alumnes com els pares estan molt interesats. Els pares visiten sovint i jo aprofit també per llançar missatges generals del'aula. En general ens funciona molt bé.</span></div><div class="MsoNormal" style="color: purple; font-family: "Helvetica Neue",Arial,Helvetica,sans-serif; text-align: justify;"><span class="apple-style-span" style="color: purple;"><b><span lang="CA">Dificultats</span></b></span><b><span lang="CA" style="font-size: 11pt;">:</span></b></div><div class="MsoNormal" style="font-family: "Helvetica Neue",Arial,Helvetica,sans-serif; text-align: justify;"><span lang="CA" style="font-size: 11pt;">- No tots els alumnes tenen connexió a Internet a ca seva.</span></div><div class="MsoNormal" style="text-align: justify;"><div style="font-family: "Helvetica Neue",Arial,Helvetica,sans-serif;"><br />
</div><div style="font-family: "Helvetica Neue",Arial,Helvetica,sans-serif;"><span class="apple-style-span"><b><span lang="CA" style="color: #76923c;"><span style="color: purple;">Imatges:</span></span></b></span></div><div style="font-family: "Helvetica Neue",Arial,Helvetica,sans-serif;"><br />
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" 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</div><div style="font-family: "Helvetica Neue",Arial,Helvetica,sans-serif;"><span class="apple-style-span"><b><span lang="CA" style="color: #76923c;"><span style="color: purple;"> </span></span></b></span> </div><table align="left" cellpadding="0" cellspacing="0" style="font-family: "Helvetica Neue",Arial,Helvetica,sans-serif;"><tbody>
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<span class="apple-style-span"><b><span lang="CA" style="color: #76923c; font-family: "Comic Sans MS";"><span style="color: purple;"> </span> </span></b></span></div>Classe de 6è Ahttp://www.blogger.com/profile/00301160359490828892noreply@blogger.com0tag:blogger.com,1999:blog-8266579479307282396.post-26410206804226620742012-03-19T03:31:00.001-07:002012-03-21T02:37:29.836-07:00PRESENTACIÓ D'UN PAÍS<div align="center" class="MsoNormal" style="text-align: center;"><span class="apple-style-span" style="font-size: small;"><b><span lang="CA" style="color: #76923c; font-family: "Comic Sans MS";">FITXA DE L’ACTIVITAT</span></b></span></div><div align="center" class="MsoNormal" style="text-align: center;"><br />
</div><div class="MsoNormal" style="text-align: justify;"><span class="apple-style-span" style="font-size: small;"><b><span lang="CA" style="color: #76923c; font-family: "Comic Sans MS";">Títol:</span></b></span><span style="font-size: small;"><b><span lang="CA" style="font-family: "Comic Sans MS";"> </span></b></span><span lang="CA" style="font-family: "Comic Sans MS"; font-size: small;">Presentació d’un país</span></div><div class="MsoNormal" style="text-align: justify;"><span class="apple-style-span" style="font-size: small;"><b><span lang="CA" style="color: #76923c; font-family: "Comic Sans MS";">Àrea:</span></b></span><span class="apple-style-span" style="font-size: small;"><b><span lang="CA" style="color: #a64d79; font-family: "Comic Sans MS";"> </span></b></span><span class="apple-style-span" style="font-size: small;"><span lang="CA" style="font-family: "Comic Sans MS";">Coneixement del medi</span></span></div><div class="MsoNormal" style="text-align: justify;"><span class="apple-style-span" style="font-size: small;"><b><span lang="CA" style="color: #76923c; font-family: "Comic Sans MS";">Contingut:</span></b></span><span class="apple-style-span" style="font-size: small;"><b><span lang="CA" style="color: #a64d79; font-family: "Comic Sans MS";"> </span></b></span><span lang="CA" style="font-family: "Comic Sans MS"; font-size: small;">Informació rellevant sobre un país: bandera, cultura, moneda, situació geogràfica, ...)</span></div><div class="MsoNormal" style="text-align: justify;"><span class="apple-style-span" style="font-size: small;"><b><span lang="CA" style="color: #76923c; font-family: "Comic Sans MS";">Nivell educatiu:</span></b></span><span style="font-size: small;"><b><span lang="CA" style="font-family: "Comic Sans MS";"> </span></b></span><span lang="CA" style="font-family: "Comic Sans MS"; font-size: small;">3r cicle EP</span></div><div class="MsoNormal" style="text-align: justify;"><span class="apple-style-span" style="font-size: small;"><b><span lang="CA" style="color: #76923c; font-family: "Comic Sans MS";">Llengua:</span></b></span><span style="font-size: small;"><b><span lang="CA" style="font-family: "Comic Sans MS";"> </span></b></span><span lang="CA" style="font-family: "Comic Sans MS"; font-size: small;">Català</span></div><div class="MsoNormal" style="text-align: justify;"><span class="apple-style-span" style="font-size: small;"><b><span lang="CA" style="color: #76923c; font-family: "Comic Sans MS";">URL: </span></b></span><span lang="CA" style="font-family: "Comic Sans MS"; font-size: small;"><a href="http://www.google.es/">www.google.es</a> i <a href="http://ca.wikipedia.org/">http://ca.wikipedia.org/</a></span></div><div class="MsoNormal" style="text-align: justify;"><span class="apple-style-span" style="font-size: small;"><b><span lang="CA" style="color: #76923c; font-family: "Comic Sans MS";">Descriptors: </span></b></span><span lang="CA" style="font-family: "Comic Sans MS"; font-size: small;">Google / viquipèdia</span></div><div class="MsoNormal" style="text-align: justify;"><span class="apple-style-span" style="font-size: small;"><b><span lang="CA" style="color: #76923c; font-family: "Comic Sans MS";">Estratègia didàctica: </span></b></span><span lang="CA" style="font-family: "Comic Sans MS"; font-size: small;">Es dediquen dues setmanes de temporització i s’alternen les sessions de coneixement de medi amb temps suficient durant les mateixes per anar cercant, recopilant informació i anant elaborant la presentació. El mestre va corregint a l’alumnat aconsellant què es pot llevar i què poden cercar per afegir. Prèviament se’ls ha explicat la feina que han de fer i s’han treballat els conceptes bàsics d’informació general dels països (economia, política, cultura, ...) i dient a cada diapositiva quin tema s’ha de tractar: 1ª. Història; 2ª. Economia, ...</span></div><div class="MsoNormal" style="text-align: justify;"><span class="apple-style-span" style="font-size: small;"><b><span lang="CA" style="color: #76923c; font-family: "Comic Sans MS";">Model d’avaluació: </span></b></span><span class="apple-style-span" style="font-size: small;"><span lang="CA" style="font-family: "Comic Sans MS";">C</span></span><span lang="CA" style="font-family: "Comic Sans MS"; font-size: small;">lara i concreta.</span></div><div class="MsoNormal" style="text-align: justify;"><span class="apple-style-span" style="font-size: small;"><b><span lang="CA" style="color: #76923c; font-family: "Comic Sans MS";">Valoració:</span></b></span><br />
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</style> <![endif]--> <div class="MsoNormal"><span style="font-size: small;"><span lang="CA" style="font-family: "Comic Sans MS";">És molt positiva i interessant (visual i atractiva) ja que es tracta de fer un treball de recerca i exposar-lo amb l'ús de les TIC com a recurs i que permet continuar la feina a casa.</span></span></div><span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;"></span></span></div><div class="MsoNormal" style="text-align: justify;"></div><div class="MsoNormal" style="text-align: justify;"><br />
<span class="apple-style-span" style="font-size: small;"><b><span lang="CA" style="color: #76923c; font-family: "Comic Sans MS";">Imatges: </span></b></span></div><div class="MsoNormal" style="text-align: justify;"><br />
<div class="separator" style="clear: both; text-align: center;"><a href="http://messenger.com.es/wp-content/uploads/2011/12/google_1.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="140" src="http://messenger.com.es/wp-content/uploads/2011/12/google_1.jpg" width="200" /></a><a href="http://www.ajberga.cat/perfil/berga/recursos/arxiuimatges/grans/viquipedia.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="175" src="http://www.ajberga.cat/perfil/berga/recursos/arxiuimatges/grans/viquipedia.jpg" width="200" /></a></div></div><div class="MsoNormal" style="text-align: justify;"><br />
</div>TONI BOYERAShttp://www.blogger.com/profile/00394144320359467061noreply@blogger.com0tag:blogger.com,1999:blog-8266579479307282396.post-25874155369338286632012-03-18T14:11:00.004-07:002012-03-21T10:59:12.690-07:00ESPANYA FÍSICA<style>
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</div><div align="center" class="MsoNormal" style="text-align: center;"><span style="color: #c0504d; font-family: "Arial Rounded MT Bold"; font-size: 11pt;">FITXA DE L’ACTIVITAT</span></div><div align="center" class="MsoNormal" style="text-align: center;"><br />
</div><div align="center" class="MsoNormal" style="text-align: center;"><span style="color: #c0504d; font-family: "Arial Rounded MT Bold"; font-size: 11pt;">TÍTOL</span><span style="font-family: "Arial Rounded MT Bold"; font-size: 11pt;">: GLOGSTER EDU</span></div><div align="center" class="MsoNormal" style="text-align: center;"><br />
</div><div align="center" class="MsoNormal" style="text-align: center;"><span style="color: #c0504d; font-family: "Arial Rounded MT Bold"; font-size: 11pt;">ÀREA </span><span style="font-family: "Arial Rounded MT Bold"; font-size: 11pt;">: Medi</span></div><div align="center" class="MsoNormal" style="text-align: center;"><br />
</div><div align="center" style="margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"><span style="color: #c0504d; font-family: "Arial Rounded MT Bold"; font-size: 11pt;">CONTINGUT</span><span style="font-family: "Arial Rounded MT Bold"; font-size: 9pt;"> :</span></div><div align="center" style="margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"><span style="font-family: "Arial Rounded MT Bold"; font-size: 11pt;">Espanya física. Relleu i rius</span></div><div align="center" style="margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"><span style="font-family: "Arial Rounded MT Bold"; font-size: 11pt;">Manejar diferents fonts d'informació i en suports diferents.</span></div><div align="center" style="margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"><span style="font-family: "Arial Rounded MT Bold"; font-size: 11pt;">Localitzar , obtenir , analitzar i representar informació qualitativa i quantitativa.</span></div><div align="center" style="margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"><br />
</div><div align="center" style="margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"><span style="font-family: "Arial Rounded MT Bold"; font-size: 11pt;">Ser capaç de treballar de forma cooperativa , aprendre de i amb els altres.</span></div><div align="center" style="margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"><span style="color: #c0504d; font-family: "Arial Rounded MT Bold"; font-size: 11pt;">NIVELL EDUCATIU:</span></div><div align="center" style="margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"><span style="font-family: "Arial Rounded MT Bold"; font-size: 11pt;">Tercer cicle de primària. Cinquè curs.</span></div><div align="center" style="margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"><span style="color: #c0504d; font-family: "Arial Rounded MT Bold"; font-size: 11pt;">LLENGUA:</span></div><div align="center" style="margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"><span style="font-family: "Arial Rounded MT Bold"; font-size: 11pt;">anglès-català-castellà.</span></div><div align="center" style="margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"><span style="color: #c0504d; font-family: "Arial Rounded MT Bold"; font-size: 11pt;">URL</span><span style="font-family: "Arial Rounded MT Bold"; font-size: 11pt;">: </span><span style="font-family: "Arial Rounded MT Bold"; font-size: 9pt;"><a href="http://edu.glogster.com/">http://edu.glogster.com/</a></span><span style="font-family: "Arial Rounded MT Bold"; font-size: 11pt;"></span></div><div align="center" style="margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"><span style="color: #c0504d; font-family: "Arial Rounded MT Bold"; font-size: 11pt;">DESCRIPTORS :</span><span style="color: #c0504d; font-size: 9pt;"></span></div><div align="center" style="margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"><span style="font-family: "Arial Rounded MT Bold"; font-size: 11pt;">Poster on line , poster digital , murals on line.</span></div><div align="center" style="margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"><span style="color: #c0504d; font-family: "Arial Rounded MT Bold"; font-size: 11pt;">DESCRIPCIÓ:</span></div><div align="center" style="margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"><span style="font-family: "Arial Rounded MT Bold"; font-size: 11pt;">Característiques del relleu. Relleu interior peninsular, relleu de les costes peninsulars, relleu i costes de Balears, relleu i costes de Canàries, relleu i costes de Ceuta i Melilla. Hidrografia d’Espanya.</span></div><div align="center" style="margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"><span style="color: #c0504d; font-family: "Arial Rounded MT Bold"; font-size: 11pt;">ESTRATÈGIA DIDÀCTICA:</span></div><div align="center" style="margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"><span style="font-family: "Arial Rounded MT Bold"; font-size: 11pt;">L’activitat consisteix en cercar informació a la web sobre el relleu i hidrografía d’Espanya. Per centrar la feina hem elaborat un guió dels continguts que volem cercar.</span></div><div align="center" style="margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"><span style="font-family: "Arial Rounded MT Bold"; font-size: 11pt;">La primera feina és cercar aquesta informació en diferents formats, audio,video i text. Es fa una selecció de les dades rellevants sempre amb la guía del mestre. Tota aquesta información es guarda a diferentes carpetes de l’ordinador creades per tal motiu.</span></div><div align="center" style="margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"><span style="font-family: "Arial Rounded MT Bold"; font-size: 11pt;">Quan aquest procés està enllestit i avaluat s’elabora el <a href="http://edu.glogster.com/">GLOGSTER.</a></span></div><div align="center" style="margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"><span style="font-family: "Arial Rounded MT Bold"; font-size: 11pt;">Estava programada per tres sessions d’una hora, però per la complexitat del treball i problemes amb la red s’ha allargat una mica més.</span></div><div align="center" style="margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"><span style="font-family: "Arial Rounded MT Bold"; font-size: 11pt;">S’ha treballat sempre en petit grup (2-3 alumnes) per facilitar l’aprenentatge entre iguals i donar suport als alumnes amb més dificultats . Cada grup ha fet la seva exposició a la PDI de la classe.</span></div><div align="center" style="margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"><span style="color: #c0504d; font-family: "Arial Rounded MT Bold"; font-size: 11pt;">MODEL D’AVALUACIÓ:</span></div><div align="center" style="margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"><span style="font-family: "Arial Rounded MT Bold"; font-size: 11pt;">És la cloenda d'una feina d'investigació i elaboracio conjunta i aquesta s'ha avaluat a mida que s'anava treballant. També es té molt en compte la exposició que es fa a la classe per conèixer el grau d’assimilació dels continguts.</span></div><div align="center" style="margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"><span style="color: #c0504d; font-family: "Arial Rounded MT Bold"; font-size: 11pt;">VALORACIÓ:.</span></div><div align="center" style="margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"><span style="font-family: "Arial Rounded MT Bold"; font-size: 12pt;"> És una eina amb moltes possibilitats i molt atractiva pels alumnes. Jo la compararia a fer una presentació peró en un mural. És molt creativa i ens permet insertar texte, audio, video,... S`ha de dir que els alumnes han de conèixer uns minims dels funcionament d'aquestes eines i no tots a la classe ho dominen, per això hem fet els grups. Han realitzat una feina molt completa i els resultats son sorprenents.I això que la red ens ha donat més d'un problema. </span></div><div align="center" style="margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"><span style="font-family: "Arial Rounded MT Bold"; font-size: 12pt;">Jo també he après molt i encara me queda. Molt positiva</span><span style="color: #c0504d; font-family: "Arial Rounded MT Bold"; font-size: 11pt;"></span></div><div align="center" style="margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"><span style="color: #c0504d; font-family: "Arial Rounded MT Bold"; font-size: 11pt;">IMATGE:</span></div><div align="center" style="margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"><br />
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</style> </div>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-8266579479307282396.post-26898290612219980322012-03-18T11:28:00.006-07:002012-03-23T03:51:40.697-07:00Thatquiz<div align="center" class="MsoNormal" style="text-align: center;">
<span class="apple-style-span"><b><span lang="CA" style="color: #741b47; font-family: arial; font-size: 100%;">FITXA DE L’ACTIVITAT</span></b></span></div>
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<span class="Apple-style-span" style="font-size: 180%;"><span class="apple-style-span"><b><span lang="CA" style="color: #a64d79;">Títol:</span></b></span><b><span lang="CA"> </span></b><span lang="CA" style="color: black;"><a href="http://www.thatquiz.org/es/">Thatquiz</a></span></span></div>
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<span class="apple-style-span" style="font-size: 100%;"><b><span lang="CA" style="color: #a64d79;">Àrea: </span></b></span><span lang="CA">Matemàtiques- Geografia -Vocabulari en diferents idiomes -Ciència</span></div>
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<span class="apple-style-span" style="font-size: 100%;"><b><span lang="CA" style="color: #a64d79;">Contingut: </span></b></span><span lang="CA">Matemàtiques: enters, fraccions, geometria, conceptes.</span></div>
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<span lang="CA">Idiomes: Vocabulari.</span></div>
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<span lang="CA">Geografia: mapes</span></div>
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<span lang="CA">Ciències: cèl·lules, anatomia</span></div>
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<span class="apple-style-span" style="font-size: 100%;"><b><span lang="CA" style="color: #a64d79;">Nivell educatiu:</span></b></span><span style="font-size: 100%;"><b><span lang="CA"> </span></b></span><span lang="CA">Primària- ESO</span></div>
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<span class="apple-style-span" style="font-size: 100%;"><b><span lang="CA" style="color: #a64d79;">Llengua:</span></b></span><span lang="CA" style="font-size: 100%;"> </span><span lang="CA">Castellà- Català-Anglès</span></div>
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<span class="apple-style-span" style="font-size: 100%;"><b><span lang="CA" style="color: #a64d79;">URL: </span></b></span><a href="http://www.thatquiz.org/es/"><span lang="CA">http://www.thatquiz.org/es/</span></a></div>
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<span style="font-size: 100%;"><b style="mso-bidi-font-weight: normal;"><span lang="CA" style="color: #993366;">Descriptors: </span></b></span><span lang="CA">Exercicis matemàtiques</span></div>
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<span class="apple-style-span" style="font-size: 100%;"><b><span lang="CA" style="color: #a64d79;">Estratègia didàctica: </span></b></span><span class="apple-style-span" style="font-size: 100%;"><span lang="CA">Treball individual</span></span></div>
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<span style="font-size: 100%;"><b style="mso-bidi-font-weight: normal;"><span lang="CA" style="color: #993366;">Aplicació didàctica</span></b></span><span style="font-size: 100%;"><b><span lang="CA">: </span></b></span><span lang="CA" style="color: black; font-family: arial; font-size: 100%;">Aquest recurs ho he utilitzat en la classe de matemàtiques per treballar qualsevol contingut: nombres enters, fracciones, mesures, geometria, etc.</span></div>
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<span lang="CA">Primer amb la PDI introdueixo el tema amb el llibre digital. Després als alumnes els vaig traient un a un a la PDI per veure si han comprès l'explicació del tema.</span></div>
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<span lang="CA">Per reforçar anem a l'aula d'informàtica i de forma individual treballen el contingut explicat en classe. Les activitats que realitzen són auto avaluables, l'alumne fa una sèrie d'activitats i quan acaba li dóna una puntuació i la possibilitat de corregir els errors.</span></div>
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<span lang="CA">Després de fer la pràctica i assumit el concepte, altre dia faig l’avaluació del alumne amb la mateixa pàgina.</span></div>
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<span class="apple-style-span" style="font-size: 100%;"><b><span lang="CA" style="color: #a64d79;">Model d’avaluació: </span></b></span><span class="apple-style-span" style="font-size: 100%;"><span lang="CA">Clara i concreta</span></span></div>
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<span class="apple-style-span" style="font-size: 100%;"><b><span lang="CA" style="color: #a64d79;">Valoració:</span></b></span><span style="font-size: 100%;"><b><span lang="CA"> </span></b></span><span lang="CA">És una activitat molt útil per afermar els procediments matemàtics de les operacions i alguns conceptes. Amb les famílies poden treballar perquè és molt fàcil de utilitzar i té un control d’avaluació.</span></div>
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<span class="apple-style-span" style="font-size: 100%;"><b><span lang="CA" style="color: #a64d79;">Imatge:</span></b></span></div>
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<span style="font-size: 100%;"><a href="http://1.bp.blogspot.com/-C73D6Ekvjns/T2Yp8lmKQDI/AAAAAAAAACM/yocRHwqcrR0/s1600/thatquiz.JPG" style="font-family: arial;"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5721306497481850930" src="http://1.bp.blogspot.com/-C73D6Ekvjns/T2Yp8lmKQDI/AAAAAAAAACM/yocRHwqcrR0/s320/thatquiz.JPG" style="cursor: pointer; float: right; height: 48px; margin: 0pt 0pt 10px 10px; width: 370px;" /></a></span><br /><span class="apple-style-span"><b><span lang="CA" style="color: #a64d79;"></span></b></span><span lang="CA"></span></div>
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<span lang="EN-US" style="font-size: 11pt;"><br /></span><span lang="CA"></span></div>baranyonhttp://www.blogger.com/profile/01436464836394325506noreply@blogger.com0