{"id":335,"date":"2012-07-17T00:57:41","date_gmt":"2015-09-11T16:46:03","guid":{"rendered":"http:\/\/agora.xtec.cat\/ieshugroger\/general\/proves-extraordinaries-setembre-2012-i-criteris-davaluacio\/"},"modified":"2016-07-06T11:41:12","modified_gmt":"2016-07-06T10:41:12","slug":"proves-extraordinaries-setembre-2012-i-criteris-davaluacio","status":"publish","type":"post","link":"https:\/\/agora.xtec.cat\/ieshugroger\/general\/proves-extraordinaries-setembre-2012-i-criteris-davaluacio\/","title":{"rendered":"PROVES EXTRAORDIN\u00c0RIES SETEMBRE 2012 (ESO) i CRIT\u00c8RIS D&#8217;AVALUACI\u00d3"},"content":{"rendered":"<p><img decoding=\"async\" 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\" \/><\/p>\n<div style=\"border: 1pt solid windowtext; padding: 1pt 4pt; background: none repeat scroll 0% 0% #606060;\">\n<div><strong><span lang=\"CA\" style=\"font-size: 18pt; font-family: &quot;Arial&quot;,&quot;sans-serif&quot;;\">CRITERIS AVALUACI\u00d3<br \/>\nEXTRAORDINARIA DE L\u2019ESO SETEMBRE 2012<\/span><\/strong><\/div>\n<\/p><\/div>\n<p class=\" \"><span lang=\"CA\" style=\"font-family: &quot;Arial&quot;,&quot;sans-serif&quot;;\"><br \/><\/span><\/p>\n<div style=\"border: 1pt solid windowtext; padding: 1pt 4pt;\">\n<p class=\" \" style=\"text-align: justify; line-height: 150%; border: medium none; padding: 0cm;\"><span lang=\"CA\" style=\"font-family: &quot;Arial&quot;,&quot;sans-serif&quot;;\">DEPARTAMENT DE LLENGUA<br \/>\nCASTELLANA<\/span><\/p>\n<\/p><\/div>\n<p class=\" \" style=\"text-align: justify; line-height: 150%;\"><span lang=\"CA\" style=\"font-family: &quot;Arial&quot;,&quot;sans-serif&quot;;\">La prova de setembre estar\u00e0 basada en<br \/>\nles activitats del dossier d\u2019estiu que han de presentar.<\/span><\/p>\n<div style=\"border: 1pt solid windowtext; padding: 1pt 4pt;\">\n<p class=\" \" style=\"text-align: justify; line-height: 150%; border: medium none; padding: 0cm;\"><span lang=\"CA\" style=\"font-family: &quot;Arial&quot;,&quot;sans-serif&quot;;\">DEPARTAMENT DE MATEM\u00c0TIQUES<\/span><\/p>\n<\/p><\/div>\n<p class=\" \" style=\"text-align: justify; line-height: 150%;\"><span lang=\"CA\" style=\"font-family: &quot;Arial&quot;,&quot;sans-serif&quot;;\">La prova de setembre ser\u00e0 un recull<br \/>\nproblemes i exercicis de la tipologia plantejada en el dossier d\u2019estiu que han<br \/>\nde presentar.<\/span><\/p>\n<div style=\"border: 1pt solid windowtext; padding: 1pt 4pt;\">\n<p class=\" \" style=\"text-align: justify; line-height: 150%; border: medium none; padding: 0cm;\"><span lang=\"CA\" style=\"font-family: &quot;Arial&quot;,&quot;sans-serif&quot;;\">DEPARTAMENT DE CI\u00c8NCIES<br \/>\nSOCIALS<\/span><\/p>\n<\/p><\/div>\n<p class=\" \" style=\"text-align: justify; line-height: 150%;\"><span lang=\"CA\" style=\"font-family: &quot;Arial&quot;,&quot;sans-serif&quot;;\">El dossier d\u2019activitats proposat vol<br \/>\nser una guia per tal de preparar la prova escrita, ja que cont\u00e9 els continguts<br \/>\nprocedimentals treballats durant el curs i no s\u2019aparta dels continguts<br \/>\nconceptuals (temari) treballats.<\/span><\/p>\n<p class=\" \" style=\"text-align: justify; line-height: 150%;\"><strong><span lang=\"CA\" style=\"font-family: &quot;Arial&quot;,&quot;sans-serif&quot;;\">1r<br \/>\nESO<\/span><\/strong><\/p>\n<p class=\" \" style=\"text-align: justify; line-height: 150%;\"><span lang=\"CA\" style=\"font-family: &quot;Arial&quot;,&quot;sans-serif&quot;;\">De la Prehist\u00f2ria al M\u00f3n<br \/>\nCl\u00e0ssic: Unitats del llibre de text 9<br \/>\n a 15<\/span><\/p>\n<p class=\" \" style=\"text-align: justify; line-height: 150%;\"><strong><span lang=\"CA\" style=\"font-family: &quot;Arial&quot;,&quot;sans-serif&quot;;\">2n<br \/>\nESO <\/span><\/strong><\/p>\n<p class=\" \" style=\"text-align: justify; line-height: 150%;\"><span lang=\"CA\" style=\"font-family: &quot;Arial&quot;,&quot;sans-serif&quot;;\">Geografia: poblaci\u00f3 i societat:<br \/>\nunitats del llibre 1 i 2<\/span><\/p>\n<p class=\" \" style=\"text-align: justify; line-height: 150%;\"><span lang=\"CA\" style=\"font-family: &quot;Arial&quot;,&quot;sans-serif&quot;;\">Hist\u00f2ria: l\u2019edat mitjana (unitats 5 a 10) i l\u2019edat moderna<br \/>\n(unitats 11a<span> <\/span>15)<\/span><\/p>\n<p class=\" \" style=\"text-align: justify; line-height: 150%;\"><strong><span lang=\"CA\" style=\"font-family: &quot;Arial&quot;,&quot;sans-serif&quot;;\">3r<br \/>\nESO<\/span><\/strong><\/p>\n<p class=\" \" style=\"text-align: justify; line-height: 150%;\"><span lang=\"CA\" style=\"font-family: &quot;Arial&quot;,&quot;sans-serif&quot;;\">Geografia: unitats del llibre de text<br \/>\n1,2,3,4,5,7,10 i 12<\/span><\/p>\n<p class=\" \" style=\"text-align: justify; line-height: 150%;\"><strong><span lang=\"CA\" style=\"font-family: &quot;Arial&quot;,&quot;sans-serif&quot;;\">4t<br \/>\nESO <\/span><\/strong><\/p>\n<p class=\" \" style=\"text-align: justify; line-height: 150%;\"><span lang=\"CA\" style=\"font-family: &quot;Arial&quot;,&quot;sans-serif&quot;;\">Hist\u00f2ria:<\/span><\/p>\n<p class=\" \" style=\"margin-left: 36pt; text-align: justify; text-indent: -18pt; line-height: 150%;\"><span lang=\"CA\" style=\"font-family: &quot;Arial&quot;,&quot;sans-serif&quot;;\"><span>&#8211;<span style=\"font: 7pt &quot;Times New Roman&quot;;\"> <\/span><\/span><\/span><span lang=\"CA\" style=\"font-family: &quot;Arial&quot;,&quot;sans-serif&quot;;\">Les<br \/>\narrels del m\u00f3n contemporani: unitats 1,2,3 i 4<\/span><\/p>\n<p class=\" \" style=\"margin-left: 36pt; text-align: justify; text-indent: -18pt; line-height: 150%;\"><span lang=\"CA\" style=\"font-family: &quot;Arial&quot;,&quot;sans-serif&quot;;\"><span>&#8211;<span style=\"font: 7pt &quot;Times New Roman&quot;;\"> <\/span><\/span><\/span><span lang=\"CA\" style=\"font-family: &quot;Arial&quot;,&quot;sans-serif&quot;;\">Els<br \/>\ngrans conflictes del segle XX: unitats 6,7,8,9 i 10<\/span><\/p>\n<p class=\" \" style=\"margin-left: 36pt; text-align: justify; text-indent: -18pt; line-height: 150%;\"><span lang=\"CA\" style=\"font-family: &quot;Arial&quot;,&quot;sans-serif&quot;;\"><span>&#8211;<span style=\"font: 7pt &quot;Times New Roman&quot;;\"> <\/span><\/span><\/span><span lang=\"CA\" style=\"font-family: &quot;Arial&quot;,&quot;sans-serif&quot;;\">El<br \/>\nm\u00f3n d\u2019avui: unitat 13<\/span><\/p>\n<p class=\" \" style=\"text-align: justify; line-height: 150%;\"><span lang=\"CA\" style=\"font-family: &quot;Arial&quot;,&quot;sans-serif&quot;;\">Educaci\u00f3 eticoc\u00edvica<\/span><\/p>\n<p class=\" \" style=\"text-align: justify; line-height: 150%;\"><span lang=\"CA\" style=\"font-family: &quot;Arial&quot;,&quot;sans-serif&quot;;\">El dossier d\u2019activitats permet<br \/>\npreparar la prova escrita, en la que es demanaran els conceptes, esquemes i<br \/>\ncontinguts que sobre el llibre <em>\u00c9tica para<br \/>\nAmador<\/em> de Fernando Sabater es van treballar a l\u2019aula durant el curs.<\/span><\/p>\n<div style=\"border: 1pt solid windowtext; padding: 1pt 4pt;\">\n<p class=\" \" style=\"text-align: justify; line-height: 150%; border: medium none; padding: 0cm;\"><span lang=\"CA\" style=\"font-family: &quot;Arial&quot;,&quot;sans-serif&quot;;\">DEPARTAMENT EDUCACI\u00d3 F\u00cdSICA<\/span><\/p>\n<\/p><\/div>\n<p class=\" \" style=\"text-align: justify; line-height: 150%;\"><span lang=\"CA\" style=\"font-family: &quot;Arial&quot;,&quot;sans-serif&quot;;\">La prova de setembre estar\u00e0 basada en<br \/>\nles activitats del dossier d\u2019estiu que han de presentar.<\/span><\/p>\n<div style=\"border: 1pt solid windowtext; padding: 1pt 4pt;\">\n<p class=\" \" style=\"text-align: justify; line-height: 150%; border: medium none; padding: 0cm;\"><span lang=\"CA\" style=\"font-family: &quot;Arial&quot;,&quot;sans-serif&quot;;\">DEPARTAMENT LLENG\u00dcES<br \/>\nESTRANGERES<\/span><\/p>\n<\/p><\/div>\n<p class=\" \" style=\"text-align: justify; line-height: 150%;\"><span lang=\"CA\" style=\"font-family: &quot;Arial&quot;,&quot;sans-serif&quot;;\">La prova de setembre estar\u00e0 basada en<br \/>\nles activitats del dossier d\u2019estiu que han de presentar.<\/span><\/p>\n<div style=\"border: 1pt solid windowtext; padding: 1pt 4pt;\">\n<p class=\" \" style=\"text-align: justify; line-height: 150%; border: medium none; padding: 0cm;\"><span lang=\"CA\" style=\"font-family: &quot;Arial&quot;,&quot;sans-serif&quot;;\">DEPARTAMENT CI\u00c8NCIES NATURALS<\/span><\/p>\n<\/p><\/div>\n<p class=\" \" style=\"text-align: justify; line-height: 150%;\"><span lang=\"CA\" style=\"font-family: &quot;Arial&quot;,&quot;sans-serif&quot;;\">Ci\u00e8ncies naturals:<\/span><\/p>\n<p class=\" \" style=\"text-align: justify; line-height: 150%;\"><span lang=\"CA\" style=\"font-family: &quot;Arial&quot;,&quot;sans-serif&quot;;\">La prova de setembre estar\u00e0 basada en les<br \/>\nactivitats del dossier d\u2019estiu que han de presentar.<\/span><\/p>\n<p class=\" \" style=\"text-align: justify; line-height: 150%;\"><span lang=\"CA\" style=\"font-family: &quot;Arial&quot;,&quot;sans-serif&quot;;\">F\u00edsica:<\/span><\/p>\n<p class=\" \" style=\"text-align: justify; line-height: 150%;\"><span lang=\"CA\" style=\"font-family: &quot;Arial&quot;,&quot;sans-serif&quot;;\">La prova de setembre ser\u00e0 un recull<br \/>\nproblemes i exercicis de la tipologia plantejada en les activitats que han<br \/>\ntreballat durant el curs.<\/span><\/p>\n<div style=\"border: 1pt solid windowtext; padding: 1pt 4pt;\">\n<p class=\" \" style=\"text-align: justify; line-height: 150%; border: medium none; padding: 0cm;\"><span lang=\"CA\" style=\"font-family: &quot;Arial&quot;,&quot;sans-serif&quot;;\">DEPARTAMENT DE LLENGUA<br \/>\nCATALANA<\/span><\/p>\n<\/p><\/div>\n<p class=\" \" style=\"text-align: justify; line-height: 150%;\"><span lang=\"CA\" style=\"font-family: &quot;Arial&quot;,&quot;sans-serif&quot;;\">La prova de setembre estar\u00e0 basada en<br \/>\nles activitats del dossier d\u2019estiu que han de presentar.<\/span><\/p>\n<div style=\"border: 1pt solid windowtext; padding: 1pt 4pt;\">\n<p class=\" \" style=\"text-align: justify; line-height: 150%; border: medium none; padding: 0cm;\"><span lang=\"CA\" style=\"font-family: &quot;Arial&quot;,&quot;sans-serif&quot;;\">DEPARTAMENT D&#8217;EXPRESSI\u00d3 I TECNOLOGIA<\/span><\/p>\n<\/p><\/div>\n<p class=\" \" style=\"text-align: justify; line-height: 150%;\"><span lang=\"CA\" style=\"font-family: &quot;Arial&quot;,&quot;sans-serif&quot;;\">La prova de setembre estar\u00e0 basada en<br \/>\nles activitats del dossier d\u2019estiu que han de presentar.<\/span><\/p>\n<p class=\" \" style=\"text-align: justify; line-height: 150%;\"><span lang=\"CA\" style=\"font-family: &quot;Arial&quot;,&quot;sans-serif&quot;;\">Projecte de Recerca<\/span><span lang=\"CA\" style=\"font-family: &quot;Arial&quot;,&quot;sans-serif&quot;;\"> (4t ESO)<\/span><\/p>\n<p class=\" \" style=\"text-align: justify; line-height: 150%;\"><span lang=\"CA\" style=\"font-family: &quot;Arial&quot;,&quot;sans-serif&quot;;\">La prova de setembre estar\u00e0 basada en<br \/>\nla creaci\u00f3 d\u2019un breu muntatge audiovisual.<\/span><\/p>\n<p class=\" \" style=\"text-align: justify; line-height: 150%;\"><span lang=\"CA\" style=\"font-family: &quot;Arial&quot;,&quot;sans-serif&quot;;\">M\u00fasica<\/span><\/p>\n<p class=\" \" style=\"text-align: justify; line-height: 150%;\"><span lang=\"CA\" style=\"font-family: &quot;Arial&quot;,&quot;sans-serif&quot;;\">La prova de setembre estar\u00e0 basada en<br \/>\nles activitats del dossier d\u2019estiu que han de presentar.<\/span><\/p>\n<p class=\" \" style=\"text-align: justify; line-height: 150%;\"><span lang=\"CA\" style=\"font-family: &quot;Arial&quot;,&quot;sans-serif&quot;;\">Educaci\u00f3 Visual i Pl\u00e0stica<\/span><\/p>\n<p class=\" \" style=\"text-align: justify; line-height: 150%;\"><span lang=\"CA\" style=\"font-family: &quot;Arial&quot;,&quot;sans-serif&quot;;\">La prova de setembre estar\u00e0 basada en<br \/>\nles activitats del dossier d\u2019estiu que han de presentar.<\/span><\/p>\n","protected":false},"excerpt":{"rendered":"<p>CRITERIS AVALUACI\u00d3<br \/>\nEXTRAORDINARIA DE L\u2019ESO SETEMBRE 2012<\/p>\n<p>DEPARTAMENT DE LLENGUA<br \/>\nCASTELLANA<\/p>\n<p>La prova de setembre estar\u00e0 basada en<br \/>\nles activitats del dossier d\u2019estiu que han de presentar.<\/p>\n<p>DEPARTAMENT DE MATEM\u00c0TIQUES<\/p>\n<p>La prova de setembre ser\u00e0 un recull<br \/>\nproblemes i exercicis de la tipologia plantejada en el dossier d\u2019estiu que han<br \/>\nde presentar.<\/p>\n<p>DEPARTAMENT DE CI\u00c8NCIES<br \/>\nSOCIALS<\/p>\n<p>El&hellip;  <a href=\"https:\/\/agora.xtec.cat\/ieshugroger\/general\/proves-extraordinaries-setembre-2012-i-criteris-davaluacio\/\" title=\"Read PROVES EXTRAORDIN\u00c0RIES SETEMBRE 2012 (ESO) i CRIT\u00c8RIS D&#8217;AVALUACI\u00d3\">Llegeix m\u00e9s\u00bb<\/a><\/p>\n","protected":false},"author":3,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"_bbp_topic_count":0,"_bbp_reply_count":0,"_bbp_total_topic_count":0,"_bbp_total_reply_count":0,"_bbp_voice_count":0,"_bbp_anonymous_reply_count":0,"_bbp_topic_count_hidden":0,"_bbp_reply_count_hidden":0,"_bbp_forum_subforum_count":0,"footnotes":""},"categories":[1],"tags":[49,52],"class_list":["post-335","post","type-post","status-publish","format-standard","hentry","category-general","tag-intraweb","tag-noticies"],"post_mailing_queue_ids":[],"_links":{"self":[{"href":"https:\/\/agora.xtec.cat\/ieshugroger\/wp-json\/wp\/v2\/posts\/335","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/agora.xtec.cat\/ieshugroger\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/agora.xtec.cat\/ieshugroger\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/agora.xtec.cat\/ieshugroger\/wp-json\/wp\/v2\/users\/3"}],"replies":[{"embeddable":true,"href":"https:\/\/agora.xtec.cat\/ieshugroger\/wp-json\/wp\/v2\/comments?post=335"}],"version-history":[{"count":1,"href":"https:\/\/agora.xtec.cat\/ieshugroger\/wp-json\/wp\/v2\/posts\/335\/revisions"}],"predecessor-version":[{"id":710,"href":"https:\/\/agora.xtec.cat\/ieshugroger\/wp-json\/wp\/v2\/posts\/335\/revisions\/710"}],"wp:attachment":[{"href":"https:\/\/agora.xtec.cat\/ieshugroger\/wp-json\/wp\/v2\/media?parent=335"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/agora.xtec.cat\/ieshugroger\/wp-json\/wp\/v2\/categories?post=335"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/agora.xtec.cat\/ieshugroger\/wp-json\/wp\/v2\/tags?post=335"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}