Pédagogie Explicite -
Direct Instruction
|
Écrit par Form@PEx
|
Mercredi, 30 Novembre 2011 09:06 |
Shepard Barbash
Clear Teaching: With Direct Instruction, Siegfried Engelmann Discovered a Better Way of Teaching
Education Consumers Foundation 2011
Télécharger le document
![](http://www.education-consumers.org/images2/logo2.jpg)
--- --- --- --- --- --- --- --- --- --- --- --- --- --- --- --- --- --- -- --- --- --- --- --- ---
L’Education Consumers Foundation publie un livre intitulé Clear Teaching et met en accès libre un grand nombre d’informations à destination des personnes curieuses de connaître les améliorations réelles réalisées en lecture. La ressource en ligne aidera les enseignants, les législateurs, les principaux et directeurs d’établissement et beaucoup d’autres à en savoir plus sur le Direct Instruction.
Écrit par un journaliste, Shepard Barbash, sur une période de 10 ans, Clear Teaching est une introduction très documentée et très claire au DI, une approche pédagogique systématique qui, depuis plus de 40 ans, a contribué de manière spectaculaire à l’amélioration des résultats scolaires et ce, quel que soit le niveau initial ou le milieu d’origine des élèves. L’ouvrage s’intéresse au développement du DI à travers les premières expérimentations de son créateur, Zig Engelmann ; il explique les principes qui sous-tendent la méthode ; il observe la manière dont le DI a été reçu dans le monde enseignant, c’est-à-dire son rejet massif malgré une solide assise scientifique et des exemples concrets de réussite dans les classes
![](data:image/jpeg;base64,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)
|