Chimica per il liceo/Il metodo scientifico: differenze tra le versioni

Contenuto cancellato Contenuto aggiunto
Nessun oggetto della modifica
Nessun oggetto della modifica
Riga 24:
Durante l'esperimento, la raccolta dati permette di elaborare e analizzare la situazione.
Se i dati confermano l'ipotesi, si può tratte la '''conclusione''', altrimenti si deve formulare un'altra ipotesi.
 
Il metodo sperimentale è alla base di ogni ricerca scientifica. La condivisione dei risultati tramite un articolo scientifico è importante perché la scienza si basa sui progressi delle tecnologie e delle scoperte.
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 schema del metodo sperimentale]
Il metodo sperimentale è alla base di ogni ricerca scientifica.
Il metodo sperimentale è alla base di ogni ricerca scientifica. La condivisione dei risultati tramite un articolo scientifico è importante perché la scienza si basa sui progressi delle tecnologie e delle scoperte.
Un articolo scientifico è così strutturato:
* titolo