100-18- novità esame di stato a.s. 18-19
Cesena, 19/12/ 2018
circolare 100-18
Agli alunni/e di classi quinte di entrambi i plessi
per loro tramite ai loro genitori
a tutti i docenti di classi quinte
p.c. all’ufficio alunni e alla DSGA
entrambi i plessi
Oggetto: Novità esame di stato 2018/19 ai sensi di dlgs 62/17
Come noto, il Dlgs 62/17, decreto attuativo sul tema riforma esami di stato della legge 107/15, ha introdotto alcune novità importanti nella conduzione e svolgimento dell’esame di stato al termine del quinto anno di studi, per tutti gli ordini di scuola.
Il sito del Ministero dell’Istruzione nella sezione dedicata rende conto di tutte le novità normative introdotte. A beneficio di alunni/e e docenti che si preparano a sostenere/condurre in commissione l’esame di stato per l’a.s. 18/19 si riportano nella presente circolare le principali novità per punti.
In fondo alla circolare, si indicano i link del sito del MIUR dove accedere a:
-esempi di prima prova, con le nuove tipologie di tracce
-quadri di riferimento, nuclei fondamentali, griglie di valutazione a disposizione delle commissioni per preparazione e conduzione della seconda prova
LE NOVITA’:
resta fermo il punteggio massimo di 100 (eventualmente con lode) e il minimo di 60 punti.
- CAMBIA IL CREDITO SCOLASTICO: dal 18/19 conta 40 punti, suddivisi nel triennio in 12+13+15 punti. Il credito sarà così attribuito per fasce di punteggio in base alle medie voti:
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)
Considerato che i nuovi punteggi entrano in vigore nel 2018/19 e che l’attribuzione del credito riguarda gli ultimi tre anni di corso, la circolare MIUR 3050 del 4/10/18 dispone la conversione del credito attribuito negli anni precedenti (classi III e classi III e IV), distinguendo tra chi sosterrà l’esame nel 2018/19 e chi lo sosterrà nel 2019/2020. Per il corrente anno scolastico si avrà il credito “vecchio” del III e IV anno da convertire, nuovo per il quinto; la conversione avverrà attraverso la seguente tabella
![pastedGraphic_1.png](data:image/png;base64,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)
I consigli di classe opereranno in occasione degli scrutini di gennaio, già convocati, la conversione del credito scolastico conseguito nel III e nel IV anno di corso da ciascuno studente (secondo quanto indicato nelle sopra riportate tabelle), verbalizzandone l’esito.
L’esito dell’operazione di conversione del credito sarà comunicata agli studenti e per loro tramite alle famiglie attraverso comunicazione a voce a cura dei coordinatori di classe, nei giorni immediastamente successivi agli scrutini.
Nel caso di abbreviazione del corso di studi per merito (ossia per i candidati frequentanti la classe quarta, poi ammessi all’esame), il credito scolastico del quinto anno è attribuito nella stessa misura di quello del quarto (se per il quarto anno il consiglio di classe attribuisce, ad esempio, 10 punti, lo stesso avverrà per l’ultimo anno non frequentato). Il credito scolastico ai candidati esterni è attribuito sempre in riferimento alla medesima tabella sopra indicata (allegato A alla circolare MIUR 3050 del 4 ottobre 2018) dal consiglio della classe innanzi al quale i medesimi sostengono l’esame preliminare, sulla base della documentazione del curriculum scolastico e dei risultati delle prove preliminari.
2) NON CAMBIA LA COSTITUZIONE DELLE COMMISSIONI.
La formula di costituzione delle commissioni è sempre: 3 esterni-3 interni, un presidente esterno.
Sarà emanato un apposito decreto per i criteri di nomina dei presidenti di commissione. Sarà comunque istituito un albo dei presidenti di Commissione in USR, ed è previsto che i requisiti per essere presidenti non saranno legati solo a titoli e anzianità ma anche ad aver seguito uno specifico percorso di formazione
3) PROVE INVALSI PER LE CLASSI QUINTE
Le prove INVALSI si svolgeranno per italiano, matematica e inglese, a marzo, in tutte le classi quinte di ogni ordine di scuola. Non hanno valore ai fini del punteggio degli esami di stato, e per effetto del decreto Mille Proroghe per l’a.s. 2018/19 lo svolgimento delle prove INVALSI non costituisce requisito d’accesso all’esame di stato (dal 19/20 invece lo sarà). Gli alunni disabili potranno usufruire, all’esame come durante le prove INVALSI, di misure dispensative e compensative suggerite dall’insegnante di sostegno, mentre per gli alunni con DSA sono previste per l’esame come per le prove INVALSI solo strumenti compensativi, salvo la già esistente esenzione dalla prova in lingua straniera per gli alunni con DSA specificamente certificati in tal senso.
Per lo svolgimento e la datazione delle prove INVALSI nelle quinte dell’istituto, seguirà circolare specifica.
4) LE NUOVE PROVE: PRIMA PROVA – max 20 punti
Come noto, non ci sarà più la terza prova. La prova di italiano sarà costituita da due tipologie di analisi del testo, 3 testi argomentativi, 2 testi espositivi, tra i quali il candidato/a potrà scegliere la traccia da svolgere. Per le analisi del testo, potranno essere proposte diverse tipologie testuali (saggio, prosa, poesia ecc.) dall’Unità di Italia ad oggi.
Sono stati pubblicati dal MIUR i primi esempi di prima prova, il 14 dicembre. In fondo alla circolare, il relativo link
5) LE NUOVE PROVE – LA SECONDA PROVA – MAX 20 punti
Per tutti gli ordini di scuola, le seconde prove si prevedono nel seno della pluridisciplinarietà.
Per i Tecnici la struttura della prova prevede una prima parte, che tutti i candidati sono tenuti a svolgere, e una seconda parte con una serie di quesiti tra i quali il candidato sceglierà sulla base del numero indicato in calce al testo.
Per gli studenti dei Professionali la seconda prova avrà carattere pratico-professionale, e sarà costituita di una parte definita a livello nazionale e di una seconda parte predisposta dalla Commissione sulla base del PTOF e soprattutto del documento del 15 maggio, che dovrà quindi recare con precisione i progetti, le esercitazioni pratiche, gli obiettivi di apprendimento e i risultati conseguiti dagli alunni/e. La seconda parte della prova può essere predisposta dalla Commissione solo dopo aver visto il testo della parte fornita dal MIUR, pertanto la Commissione può anche decidere di suddividerla in due giorni.
Il MIUR ha pubblicato a novembre il decreto 769/18, dove sono indicati, per ogni indirizzo di scuola, nuclei fondamentali, quadri di riferimento e obiettivi delle possibili seconde prove.
6) LE GRIGLIE DI VALUTAZIONE:
con il DM 769/18, del 26/11/18, il Ministero ha realizzato quanto indicato nei commi 5 e 6 dell’ art.17 del DLGS 62/17 al fine di uniformare i criteri di valutazione delle commissioni d’esame per l’attribuzione dei punteggi. Sono state infatti fornite dal MIUR con il DM 769/18 per prima e seconda prova le griglie di valutazione, uno standard nazionale a cui ogni commissione dovrà attenersi dettagliando le griglie per i casi specifici o per la parte di prova affidata, nei professionali, alla singola commissione. Le griglie sono volutamente su base 100 punti per moltiplicare gli indicatori. Raggiunto il punteggio su base 100, sarà sufficiente dividere per cinque per avere il punteggio della prova.
E’ opportuno che i coordinatori di classe o i docenti delle materie di prima e seconda prova divulghino, a partire dal 7 gennaio, ai propri alunni le griglie di valutazione per far capire come ci si orienterà nella correzione e valutazione delle prove stesse. Dette griglie sono allegate nel link in fondo alla circolare.
7) LE NUOVE PROVE – IL COLLOQUIO – MAX 20 punti
Scompare la micro-interrogazione nelle singole materie, prassi consolidata ma mai prevista dalla normativa precedente. Il colloquio dovrà toccare i seguenti punti:
-trattazione che trae spunto da argomenti scelti dalla Commissione in relazione a progetti, documenti, problemi, esperienze svolte dalla classe e opportunamente indicate nel documento del 15 maggio
-esperienze di alternanza scuola lavoro. Per effetto del decreto Mille Proroghe non costituisce requisito obbligatorio, per il 18/19, l’aver svolto tutte le 400 ore previste dalla Legge 107/15. Ma è previsto comunque in sede d’esame che il colloquio tocchi questo punto.
-esperienze di cittadinanza e costituzione svolte dalla classe nell’ultimo anno (e/o eventualmente nel triennio)
- discussione delle prove d’esame
- resta fermo che durante il colloquio si accerterà la preparazione del candidato nella lingua straniera.
La Commissione dovrà dunque predisporre, durante i lavori preparatori, le tracce di domande da sottoporre per quanto riguarda le trattazioni su argomenti da lei scelte. Dovrà farlo in riferimento a quanto dichiarato svolto dalla classe nel documento del 15 maggio, che quindi acquisisce una centralità fondamentale perché “indirizza” le scelte della Commissione durante il colloquio. La sua redazione non può in nessun modo essere dunque considerata un adempimento meramente burocratico da parte del Consiglio di Classe
8) INTEGRAZIONE DEL CREDITO E LODE:
Integrazione del credito: il candidato/a potrà accedervi a partire da almeno 30 punti di credito scolastico ed almeno 50 punti raggiunti nel totale delle tre prove.
Lode: per accedervi, il candidato/a dovrà aver raggiunto il massimo credito scolastico attribuito all’unanimità durante il triennio e il massimo punteggio in ciascuna delle prove.
9) NUOVO MODELLO DI DIPLOMA E CURRICULUM DELLO STUDENTE
Sarà emanato uno specifico DM per la definizione del nuovo modello di diploma che prevede anche il rilascio del curriculum dello studente sulla base delle esperienze svolte, dei crediti formali e informali acquisti.
Per quanto qui non riferito, si rinvia alla circolare MIUR 3050 del 4/10/18 che per opportunità si allega alla presente circolare nella versione pubblicata sul sito di istituto.
il DS
esempi prima prova esame di stato 18/19
http://www.miur.gov.it/web/guest/-/esame-di-stato-2018-2019-secondaria-di-ii-grado-on-line-i-primi-esempi-di-tracce-per-la-prova-di-italiano-della-nuova-maturita-per-accompagnare-gli-st?pk_vid=36d22129b9ff294d15451580767be4d2
Quadri di riferimento e griglie di valutazione per l’attribuzione punteggi
http://www.miur.gov.it/web/guest/news/-/asset_publisher/ubIwoWFcqWhG/content/esami-di-stato-del-secondo-ciclo-di-istruzione-a-s-2018-2019-d-m-769-del-26-novembre-2018?pk_vid=36d22129b9ff294d15451580867be4d2
circolare-ministeriale-3050-del-4-ottobre-2018-esame-di-stato-istruzione-secondaria-di-secondo-grado-a-s-2018-2019-prime-indicazioni-operative