{"id":16668,"date":"2022-04-20T16:13:41","date_gmt":"2022-04-20T14:13:41","guid":{"rendered":"https:\/\/agora.xtec.cat\/ceipflama\/?p=16668"},"modified":"2022-04-20T16:14:30","modified_gmt":"2022-04-20T14:14:30","slug":"juguem-amb-el-geopla","status":"publish","type":"post","link":"https:\/\/agora.xtec.cat\/ceipflama\/promocio-2012-6e\/juguem-amb-el-geopla\/","title":{"rendered":"Juguem amb el GEOPL\u00c0!"},"content":{"rendered":"<p style=\"text-align: center;\"><img loading=\"lazy\" decoding=\"async\" class=\"alignnone \" src=\"https:\/\/agora.xtec.cat\/ceiplagaraldapalleja\/wp-content\/uploads\/usu77\/2018\/02\/simetria-4-638.jpg\" width=\"78\" height=\"44\" \/>Avui el nostre repte era treballar <strong>els triangles i els diferents eixos de simetria<\/strong> damunt del geopl\u00e0. Despr\u00e9s d&#8217;haver visualitzat el v\u00eddeo corresponent al repte hem identificat quines formes eren triangles i quines no ho eren. Hem pogut construir diferents tipus de triangles on hem pogut repassar classificaci\u00f3 de triangles segons costats (equil\u00e0ter, is\u00f2sceles i escal\u00e8) i segons angles (acutangle, rectangle i obtusangle). Tamb\u00e9 hem passat una estona entretinguda perqu\u00e8 hem observat la diversitat de triangles que poden sortir i la quantitat qu\u00e8 en podem fer cadasc\u00fa amb el seu propi geopl\u00e0. Hem posat en com\u00fa sobre les dificultats que hem trobat i hem anotat com pensar una estrat\u00e8gia a l&#8217;hora de comptar els triangles que ens han sortir a cadasc\u00fa de nosaltres. Hem apr\u00e8s vocabulari espec\u00edfic de geometria i hem posat a la pr\u00e0ctica al final el dibuix dels diferents triangles sobre paper.<\/p>\n<p style=\"text-align: center;\">Aqu\u00ed teniu un tastet de fotos.<\/p>\n<p><a href=\"https:\/\/drive.google.com\/drive\/folders\/19IkgyrFyelulrLYZfXy3ZTWqSamVGtBK?usp=sharing\"><img loading=\"lazy\" decoding=\"async\" class=\"aligncenter\" src=\"data:image\/jpeg;base64,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\" width=\"229\" height=\"112\" \/><\/a><\/p>\n","protected":false},"excerpt":{"rendered":"<p>Avui el nostre repte era treballar els triangles i els diferents eixos de simetria damunt del geopl\u00e0. Despr\u00e9s d&#8217;haver visualitzat el v\u00eddeo corresponent al repte hem identificat quines formes eren triangles i quines no ho eren. Hem pogut construir diferents tipus de triangles on hem pogut repassar classificaci\u00f3 de triangles segons costats (equil\u00e0ter, is\u00f2sceles i [&hellip;]<\/p>\n","protected":false},"author":25,"featured_media":0,"comment_status":"closed","ping_status":"closed","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,"site-sidebar-layout":"default","site-content-layout":"","ast-site-content-layout":"","site-content-style":"default","site-sidebar-style":"default","ast-global-header-display":"","ast-banner-title-visibility":"","ast-main-header-display":"","ast-hfb-above-header-display":"","ast-hfb-below-header-display":"","ast-hfb-mobile-header-display":"","site-post-title":"","ast-breadcrumbs-content":"","ast-featured-img":"","footer-sml-layout":"","theme-transparent-header-meta":"","adv-header-id-meta":"","stick-header-meta":"","header-above-stick-meta":"","header-main-stick-meta":"","header-below-stick-meta":"","astra-migrate-meta-layouts":"default","ast-page-background-enabled":"default","ast-page-background-meta":{"desktop":{"background-color":"var(--ast-global-color-4)","background-image":"","background-repeat":"repeat","background-position":"center center","background-size":"auto","background-attachment":"scroll","background-type":"","background-media":"","overlay-type":"","overlay-color":"","overlay-opacity":"","overlay-gradient":""},"tablet":{"background-color":"","background-image":"","background-repeat":"repeat","background-position":"center center","background-size":"auto","background-attachment":"scroll","background-type":"","background-media":"","overlay-type":"","overlay-color":"","overlay-opacity":"","overlay-gradient":""},"mobile":{"background-color":"","background-image":"","background-repeat":"repeat","background-position":"center center","background-size":"auto","background-attachment":"scroll","background-type":"","background-media":"","overlay-type":"","overlay-color":"","overlay-opacity":"","overlay-gradient":""}},"ast-content-background-meta":{"desktop":{"background-color":"var(--ast-global-color-5)","background-image":"","background-repeat":"repeat","background-position":"center center","background-size":"auto","background-attachment":"scroll","background-type":"","background-media":"","overlay-type":"","overlay-color":"","overlay-opacity":"","overlay-gradient":""},"tablet":{"background-color":"var(--ast-global-color-5)","background-image":"","background-repeat":"repeat","background-position":"center center","background-size":"auto","background-attachment":"scroll","background-type":"","background-media":"","overlay-type":"","overlay-color":"","overlay-opacity":"","overlay-gradient":""},"mobile":{"background-color":"var(--ast-global-color-5)","background-image":"","background-repeat":"repeat","background-position":"center center","background-size":"auto","background-attachment":"scroll","background-type":"","background-media":"","overlay-type":"","overlay-color":"","overlay-opacity":"","overlay-gradient":""}},"footnotes":""},"categories":[8],"tags":[],"class_list":["post-16668","post","type-post","status-publish","format-standard","hentry","category-promocio-2012-6e"],"post_mailing_queue_ids":[],"_links":{"self":[{"href":"https:\/\/agora.xtec.cat\/ceipflama\/wp-json\/wp\/v2\/posts\/16668","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/agora.xtec.cat\/ceipflama\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/agora.xtec.cat\/ceipflama\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/agora.xtec.cat\/ceipflama\/wp-json\/wp\/v2\/users\/25"}],"replies":[{"embeddable":true,"href":"https:\/\/agora.xtec.cat\/ceipflama\/wp-json\/wp\/v2\/comments?post=16668"}],"version-history":[{"count":3,"href":"https:\/\/agora.xtec.cat\/ceipflama\/wp-json\/wp\/v2\/posts\/16668\/revisions"}],"predecessor-version":[{"id":16673,"href":"https:\/\/agora.xtec.cat\/ceipflama\/wp-json\/wp\/v2\/posts\/16668\/revisions\/16673"}],"wp:attachment":[{"href":"https:\/\/agora.xtec.cat\/ceipflama\/wp-json\/wp\/v2\/media?parent=16668"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/agora.xtec.cat\/ceipflama\/wp-json\/wp\/v2\/categories?post=16668"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/agora.xtec.cat\/ceipflama\/wp-json\/wp\/v2\/tags?post=16668"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}