Pédagogie Explicite -
Direct Instruction
|
Écrit par Form@PEx
|
Mercredi, 02 Avril 2008 00:00 |
The Gering Story - Closing the Performance Gap
(04.2008)
![video video](/images/stories/video2.jpg)
![](data:image/jpeg;base64,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)
Voir la vidéo sur YouTube
Commentaire de Françoise Appy (04.2008)
Réduire les écarts de réussite
Voici une vidéo retraçant la révolution pédagogique qui a eu lieu dans le district scolaire de Gering, petite ville du Nebraska, où les quatre écoles (primaire et collège) ont choisi de changer leurs pratiques pédagogiques et de passer au Direct Instruction. Quand le nouveau superintendant du district prit ses fonctions, il fut alarmé en constatant le niveau très bas des élèves, en particulier celui des enfants hispaniques ou issus de milieux défavorisés. Les taux de réussite étaient de moins de 30 % du CP au CE2 et surtout, il y avait un écart énorme entre les Hispaniques et les autres communautés. L’ensemble des écoles a donc changé ses pratiques pour travailler selon les méthodes du Direct Instruction. On y voit des séquences, les réactions des enseignants, un peu inquiets au début mais tellement satisfaits des résultats dès la première année. On retiendra quelques points clés du Direct Instruction : - des groupes de niveau flexibles ; - des scripts de leçons ayant déjà été testées, qui libèrent les enseignants du souci de préparation et leur permettent de mieux se concentrer sur l’action pédagogique en classe ; - des tests très fréquents pour vérifier régulièrement les acquisitions et identifier les élèves en difficulté avant qu’il ne soit trop tard ; réenseignement pour ceux-là ; - formation professionnelle continue et visites régulières des représentants du NIFDI. Cette méthode est mise en place également dans les collèges avec le même succès. Au total, après un an, les résultats se sont nettement améliorés et le taux de réussite par rapport à celui de l’État a été de 8 % au-dessus. L’écart entre les Hispaniques et les autres élèves qui était de 23 % s’est réduit à 2 %.
|