Home > Avvisi > Esiti dell'esame scritto di Progettazione e valutazione degli interventi educativi_Rimini_25 gennaio 2024
Esiti dell'esame scritto di Progettazione e valutazione degli interventi educativi_Rimini_25 gennaio 2024
Gli esiti dell'esame scritto in presenza di Progettazione e valutazione degli interventi educativi del Corso di Laurea in Educatore sociale e culturale - Campus di Rimini - svoltosi il giorno 25 gennaio 2024 sono i seguenti:
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)
NS = Non sufficiente; Non superato
Criteri di valutazione. L’esame è considerato superato se sono rispettate tutte le seguenti condizioni: 1) è stata data una risposta a tutte e tre le domande; 2) la valutazione di due risposte raggiunge la soglia minima di 18/30 e la valutazione della restante risposta raggiunge una soglia vicina (= 17/30) a quella minima.
Il contenuto di ciascuna risposta è stato valutato in base ai seguenti criteri: 1) pertinenza dei contenuti rispetto al tema presentato nella domanda; 2) correttezza delle informazioni in relazione al materiale indicato per la preparazione all’esame; 3) esaustività informativa in relazione alle informazioni presenti sul materiale indicato per la preparazione all’esame; 4) integrazione – laddove possibile – di informazioni apprese in altri insegnamenti; 5) rielaborazione personale dei contenuti presenti sul materiale indicato per la preparazione all’esame.
Il voto finale è la media aritmetica dei voti delle singole risposte arrotondata per eccesso o per difetto.
Pubblicato il: 04 febbraio 2024