{"id":611,"date":"2018-07-10T09:45:00","date_gmt":"2018-07-10T09:45:00","guid":{"rendered":"https:\/\/mat3.cat\/?page_id=611"},"modified":"2018-07-10T09:51:36","modified_gmt":"2018-07-10T09:51:36","slug":"4-avaluacio","status":"publish","type":"page","link":"https:\/\/mat3.cat\/es\/les-mates\/programacio-didactica-ambit-matematic\/4-avaluacio\/","title":{"rendered":"4. Avaluaci\u00f3"},"content":{"rendered":"<p class=\"qtranxs-available-languages-message qtranxs-available-languages-message-es\">Disculpa, pero esta entrada est\u00e1 disponible s\u00f3lo en <a href=\"https:\/\/mat3.cat\/ca\/wp-json\/wp\/v2\/pages\/611\" class=\"qtranxs-available-language-link qtranxs-available-language-link-ca\" title=\"Catal\u00e0\">Catal\u00e0<\/a>.<\/p><p><\/p>\n<p class=\"western\" align=\"justify\">L\u2019avaluaci\u00f3 ha de ser un motor que encoratgi a tots els estudiants a donar el m\u00e0xim de si mateixos. Per aquest fet, l\u2019avaluaci\u00f3 ha de quedar integrada en el mateix proc\u00e8s d\u2019aprenentatge i ha de tenir una funci\u00f3 reguladora del propi aprenentatge.<\/p>\n<p class=\"western\" align=\"justify\">Per aconseguir-ho \u00e9s important que d\u2019una banda l\u2019alumnat tinguin clar quins s\u00f3n els objectius que han d\u2019assolir de d\u2019un l\u2019inici de la seq\u00fc\u00e8ncia did\u00e0ctica, i per tant, quin \u00e9s el repte que ha d\u2019assolir per poder planificar (i anticipar) el seu aprenentatge. Un context molt proper a l\u2019alumnat facilita de manera natural la comprensi\u00f3 del repte plantejat i per tant dels objectius d\u2019aprenentatge.<\/p>\n<p class=\"western\" align=\"justify\">D\u2019altra banda, l\u2019alumnat ha de ser conscient que el repte a assolir ha de complir unes expectatives tamb\u00e9 assolibles. Per tant, haur\u00e0 de compartir amb els companys i el professor els criteris d\u2019avaluaci\u00f3 per tal que el seu aprenentatge arribi a bon port (l\u2019assoliment del repte). M\u00e9s encara, a partir de la seva creativitat, cada estudiant ha d\u2019estar obert a modificar el seu projecte a partir de suggeriments de millora: \u2018no ens podem conformar amb que estigui b\u00e9, hem d\u2019intentar que estigui millor\u2019.<\/p>\n<p class=\"western\" align=\"justify\">En definitiva, l\u2019avaluaci\u00f3 formadora sorgeix del propi estudiant en planificar el seu aprenentatge avaluant constantment la seva consecuci\u00f3 del repte final amb propostes de millorar del professor en la guia el seu aprenentatge a trav\u00e9s de l&#8217;avaluaci\u00f3 formativa.<\/p>\n<h2 class=\"western\">4.1.Criteris d\u2019avaluaci\u00f3<\/h2>\n<p class=\"western\" align=\"justify\">Els criteris d\u2019avaluaci\u00f3 ens han de permetre copsar si l\u2019alumnat ha assolit les compet\u00e8ncies en el context curricular en el que es desenvolupen.<\/p>\n<p class=\"western\" align=\"justify\">Un estudiant \u00e9s \u00abcompetent\u00bb si aconsegueix el repte plantejat, un repte que nom\u00e9s es pot aconseguir mitjan\u00e7ant l\u2019aprenentatge d\u2019uns determinats continguts impl\u00edcits en el repte. \u00c9s molt important entendre que estudiants amb capacitats molt diferents poden ser igualment competents ja qu\u00e8 tots poden aconseguir el repte emprant estrat\u00e8gies matem\u00e0tiques diferents adequades a les seves particularitats.<\/p>\n<p class=\"western\" align=\"justify\">Els criteris d\u2019avaluaci\u00f3 s\u00f3n els que determinen el grau d\u2019assoliment de les compet\u00e8ncies, per tant han de ser compartits per tots els agents implicats: professorat i alumnat.<\/p>\n<p class=\"western\" align=\"justify\">Per tal d\u2019aconseguir que un estudiant \u00abfaci seva\u00bb l\u2019avaluaci\u00f3 ha de ser part\u00edcip en la concreci\u00f3 dels criteris d\u2019avaluaci\u00f3. \u00c9s a dir, per tal que l\u2019estudiant pugui aconseguir el seu repte de la millor manera possible ha de saber quins criteris s\u2019aplicaran. D\u2019aquesta manera diem que l\u2019estudiant aplica l\u2019avaluaci\u00f3 formadora durant el seu proc\u00e9s d\u2019aprenentatge perqu\u00e8 coneix els objectius (qu\u00e8 ha de fer i perqu\u00e8) i els criteris d\u2019avaluaci\u00f3 (com ho pot fer de la millor manera possible).<\/p>\n<p class=\"western\" align=\"justify\">Fins i tot, proposem que els propis estudiants consensu\u00efn els criteris d&#8217;avaluaci\u00f3 guiats pel professor, i en aquesta cas, caldr\u00e0 adaptar els criteris d\u2019avaluaci\u00f3 usant un vocabulari proper a l\u2019estudiant.<\/p>\n<p class=\"western\" align=\"justify\">Finalment, un estudiant \u00fanicament pot ser capa\u00e7 de definir uns criteris d\u2019avaluaci\u00f3 si t\u00e9 molt clar qu\u00e8 ha de fer, per qu\u00e8 ho ha de fer i com ho ha de fer, per aquest motiu proposem un producte final en un context molt clar i ben definit.<\/p>\n<h2 class=\"western\">4.2.Instruments d\u2019avaluaci\u00f3<\/h2>\n<p class=\"western\" 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\" width=\"191\" height=\"143\" name=\"Imatge5\" align=\"left\" border=\"0\" \/> Els instruments d\u2019avaluaci\u00f3 s\u00f3n molt diversos i es basen, fonamentalment en l\u2019observaci\u00f3 interactiva de l\u2019alumnat. Cal fer una observaci\u00f3 de les compet\u00e8ncies a assolir aix\u00ed com de les diferents actituds i els progressos dels estudiants comentant amb ells els detalls d\u2019aquestes observacions per tal d\u2019ajudar-los a regular el seu aprenentatge (avaluaci\u00f3 formativa). Tamb\u00e9 es valorar\u00e0 el producte final, informes, exposicions orals, coavaluacions,aix\u00ed com proves escrites.<\/p>\n<ul>\n<li>\n<p class=\"western\" align=\"justify\">Observaci\u00f3 di\u00e0ria de la feina de l\u2019alumnat. Per tal de fer operativa aquesta observaci\u00f3 s\u2019utilitza una plantilla amb el pl\u00e0nol de la classe en la que es pot inserir petits comentaris en caselles ubicades en rectangles que corresponen a cada estudiant segons la seva ubicaci\u00f3 a la classe.<\/p>\n<\/li>\n<li>\n<p class=\"western\" align=\"justify\"><span style=\"color: #000000;\"> <img loading=\"lazy\" decoding=\"async\" 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width=\"174\" height=\"117\" name=\"Imatge6\" align=\"left\" border=\"1\" hspace=\"8\" \/> <\/span> Autoavaluaci\u00f3 del treball diari a classe.<\/p>\n<\/li>\n<li>\n<p class=\"western\" align=\"justify\">Anotacions o rubriques sobre el proc\u00e8s d\u2019aprenentatge en el qu\u00e8 es far\u00e0 una observaci\u00f3 espec\u00edfica per a cada compet\u00e8ncia a avaluar<\/p>\n<\/li>\n<li>\n<p class=\"western\" align=\"justify\">R\u00fabriques de presentacions orals, preferiblement compartides amb el professorat de llengua del centre<\/p>\n<\/li>\n<li>\n<p class=\"western\" align=\"justify\">Coavaluaci\u00f3 a partir dels criteris d\u2019avaluaci\u00f3 decidits pels propis estudiats, uns criteris que han de respondre a les preguntes <b>Qu\u00e8 est<\/b><b>ic<\/b><b> fent?<\/b>, <b>Com ho estic fent?<\/b> <b>Per qu\u00e8 ho estic fent?<\/b> <b>Com ho podria millorar?<\/b><\/p>\n<\/li>\n<li>\n<p class=\"western\" align=\"justify\">Ex\u00e0mens de grup: durant el proc\u00e8s d\u2019aprenentatge es proposen \u00abex\u00e0mens de grup\u00bb, consistents en activitats que tots han de contestar al seu quadern i del que el professorat \u00fanicament valora la producci\u00f3 d\u2019un dels quaderns triats a l\u2019atzar i aquesta valoraci\u00f3 (o qualificaci\u00f3) \u00e9s la mateixa per als quatre estudiants. Aquest tipus d\u2019activitat d\u2019avaluaci\u00f3 genera una forta col\u00b7laboraci\u00f3 i millora la relaci\u00f3 entre els membres del grup que entenen que l\u2019\u00e8xit individual dep\u00e8n de l\u2019\u00e8xit col\u00b7lectiu.<\/p>\n<\/li>\n<li>\n<p class=\"western\" align=\"justify\">Proves escrites. Es realitzen amb activitats similars a les que s\u2019han treballat la unitat did\u00e0ctica de manera que sigui possible valorar l\u2019assoliment de les compet\u00e8ncies. El professor revisa aquestes activitats per\u00f2 no posa cap tipus d\u2019anotaci\u00f3 ni nota. Abans de retornar les proves es fa una correcci\u00f3 conjunta a la classe resolent tots els dubtes que l\u2019alumnat planteja i l\u2019alumnat pren les anotacions a la seva llibreta. Despr\u00e8s es retorna la prova escrita i es demana que els propis estudiants en facin la correcci\u00f3 comentada. Aquestes estrat\u00e8gies promocionen l&#8217;aprenentatge de l\u2019error dotant a les eines d\u2019avaluaci\u00f3 una eina poderosa d&#8217;aprenentatge.<\/p>\n<\/li>\n<\/ul>\n<h2 class=\"western\">4.3.Qualificaci\u00f3<\/h2>\n<p class=\"western\" align=\"justify\">Les anotacions del professor haurien de fer refer\u00e8ncia expl\u00edcita a les compet\u00e8ncies que es prioritzen en cada seq\u00fc\u00e8ncia did\u00e0ctica.<\/p>\n<p class=\"western\" align=\"justify\">Tota la informaci\u00f3 recollida permet l\u2019elaboraci\u00f3 d\u2019informes d&#8217;avaluaci\u00f3 per part del professorat on indiquin el grau d\u2019assoliment de les compet\u00e8ncies en funci\u00f3 de les dificultats de cada estudiant i sobre tot<b> fer propostes de millora <\/b>a cada estudiant.<\/p>\n<p align=\"justify\"><a href=\"https:\/\/mat3.cat\/les-mates\/programacio-didactica-ambit-matematic\/\">torna<\/a><\/p>\n<p><\/p>","protected":false},"excerpt":{"rendered":"<p>Disculpa, pero esta entrada est\u00e1 disponible s\u00f3lo en Catal\u00e0. L\u2019avaluaci\u00f3 ha de ser un motor que encoratgi a tots els estudiants a donar el m\u00e0xim de si mateixos. Per aquest fet, l\u2019avaluaci\u00f3 ha de quedar integrada en el mateix proc\u00e8s d\u2019aprenentatge i ha de tenir una funci\u00f3 reguladora del propi aprenentatge. Per aconseguir-ho \u00e9s important [&hellip;]<\/p>\n","protected":false},"author":1,"featured_media":0,"parent":580,"menu_order":4,"comment_status":"closed","ping_status":"closed","template":"","meta":{"footnotes":""},"class_list":["post-611","page","type-page","status-publish","hentry"],"jetpack_sharing_enabled":true,"jetpack_shortlink":"https:\/\/wp.me\/P74L54-9R","jetpack-related-posts":[],"_links":{"self":[{"href":"https:\/\/mat3.cat\/es\/wp-json\/wp\/v2\/pages\/611","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/mat3.cat\/es\/wp-json\/wp\/v2\/pages"}],"about":[{"href":"https:\/\/mat3.cat\/es\/wp-json\/wp\/v2\/types\/page"}],"author":[{"embeddable":true,"href":"https:\/\/mat3.cat\/es\/wp-json\/wp\/v2\/users\/1"}],"replies":[{"embeddable":true,"href":"https:\/\/mat3.cat\/es\/wp-json\/wp\/v2\/comments?post=611"}],"version-history":[{"count":2,"href":"https:\/\/mat3.cat\/es\/wp-json\/wp\/v2\/pages\/611\/revisions"}],"predecessor-version":[{"id":627,"href":"https:\/\/mat3.cat\/es\/wp-json\/wp\/v2\/pages\/611\/revisions\/627"}],"up":[{"embeddable":true,"href":"https:\/\/mat3.cat\/es\/wp-json\/wp\/v2\/pages\/580"}],"wp:attachment":[{"href":"https:\/\/mat3.cat\/es\/wp-json\/wp\/v2\/media?parent=611"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}