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)
Réalisations
Évaluation du français écrit
au secondaire
Le groupe DIEPE (Description Internationale des Enseignements et des Performances en matière d'Écrit) constitué en 1991 a élaboré et conduit un projet d'évaluation du français écrit au secondaire. Deux pays, la France et la Belgique, ainsi que deux provinces canadiennes, le Québec et le Nouveau-Brunswick, ont participé à cette évaluation. Cette recherche s'est fixé trois grands objectifs :
- décrire et comparer les conditions et les pratiques de l'enseignement et de l'apprentissage de l'expression écrite à l'école secondaire dans les quatre communautés participantes;
- décrire et comparer la compétence à écrire des élèves des populations concernées;
- étudier les liens qui pourraient se dégager entre les compétences respectives des élèves et les caractéristiques de leur enseignement/apprentissage.
L'évaluation exécutée par le groupe DIEPE a été réalisée en avril et en mai 1993 auprès d'environ 7 000 élèves de 14 ou 15 ans et d'environ 1 000 enseignants de français. L'instrumentation utilisée comprenait :
- une rédaction corrigée localement et dont les résultats ont été transmis à Micro Centre Pythagore dans un fichier produit à partir d'un grille de correction comportant quinze éléments d'information;
- une épreuve formelle comportant 230 éléments d'information ayant chacun une bonne réponse;
- un questionnaire d'opinion s'adressant à l'élève et comportant 75 éléments d'information;
- un questionnaire d'opinion s'adressant aux enseignants de français comportant 152 éléments d'information.
Plusieurs tâches ont été confiées à Micro Centre Pythagore. C'est ainsi que par rapport à la collecte des données et au contrôle de leur qualité, la firme canadienne a réalisé les activités suivantes :
- participer à des rencontres regroupant les responsables du projet;
- assister le coordonnateur international du projet pour déterminer l'échantillon à retenir dans chaque population;
- définir les bases de données;
- préparer le logiciel de saisie et de validation des données ainsi que le manuel d'utilisation du programme informatique;
- préparer les bases de données à partir des renseignements recueillis par les responsables nationaux;
- assurer le contrôle de qualité des fichiers fournis par les responsables nationaux;
- calculer la pondération affectée aux élèves évalués ainsi que leur rattachement aux unités et paires d'unités nécessaires à la compilation de l'erreur type selon la technique « Jackknife ».
Un premier niveau d'analyse qui comprenait les activités suivantes des données a été exécuté par Micro Centre Pythagore avec la collaboration de chercheurs universitaires :
- produire des distributions de fréquences pour l'épreuve formelle et les deux questionnaires d'opinion;
- produire une analyse d'items par population pour l'épreuve formelle;
- produire une analyse des données de la rédaction (correction unique et correction multiple);
- pour l'épreuve formelle, vérifier le niveau d'interrelation population/
contenu à l'aide de la technique « K-Means »;
- pour l'épreuve formelle, vérifier les biais à l'aide de la technique « Mantel-Haenszel ».
Le deuxième niveau d'analyse des données comportait les opérations suivantes :
- établir les paramètres d'items selon la Théorie des Réponses aux Items (épreuve formelle);
- calculer des facteurs d'ajustement rattachés aux quatre composantes du score global en rédaction (langue, communication, texte et qualités particulières).
Les résultats de cette recherche sont consignés dans le document suivant :
Groupe DIEPE, Savoir écire au secondaire; Étude comparative auprès de quatre populations francophones d'Europe et d'Amérique. Pédagogies en développement; Problématiques et recherches, De Boeck Université, 1995; 273 pages.
Adresse courriel : info@mcpythagore.com