AccueilGroupesDiscussionsPlusTendances
Site de recherche
Ce site utilise des cookies pour fournir nos services, optimiser les performances, pour les analyses, et (si vous n'êtes pas connecté) pour les publicités. En utilisant Librarything, vous reconnaissez avoir lu et compris nos conditions générales d'utilisation et de services. Votre utilisation du site et de ses services vaut acceptation de ces conditions et termes.

Résultats trouvés sur Google Books

Cliquer sur une vignette pour aller sur Google Books.

Chargement...

Young Children Continue to Reinvent Arithmetic - 3rd - Grade: Implications of Piaget's Theory (Early Childhood Education

par Constance Kamii

MembresCritiquesPopularitéÉvaluation moyenneDiscussions
4Aucun3,446,369AucunAucun
As in previous volumes, Kamii uses Piaget's groundbreaking work in constructivism as well as her own years of research in classrooms to closely observe what third grade children actually ""do"" when solving problems of addition, subtraction, multiplication and division. Her work translates Piaget's theory into a concrete programme that encourages children to use maths in real ways that stimulate them to reinvent arithmetic. She also challenges ""quick-fix"" theories of educational reform, replacing these with one that revolutionises our understanding of how human beings acquire knowledge, and thus drastically changing what we think schools should try to do. Educators have long been trying to transmit knowledge to children from the outside. What reform needs is a focus inside the child to maximise the process of construction from within. The volume is divided into four parts. The first gives a theoretical foundation, the second, goals and objectives, the third consists of chapters on problem solving, group games and other activities. The final part presents principles of teaching and answers frequently asked questions. The last chapter is about the evaluation of constructivist teaching and documents how children with three years of constructivist maths were able to reason far better than traditionally instructed children.… (plus d'informations)
Récemment ajouté parkaleab, sjtr, mlvgmlm, bultitude
Aucun
Chargement...

Inscrivez-vous à LibraryThing pour découvrir si vous aimerez ce livre

Actuellement, il n'y a pas de discussions au sujet de ce livre.

Aucune critique
aucune critique | ajouter une critique
Vous devez vous identifier pour modifier le Partage des connaissances.
Pour plus d'aide, voir la page Aide sur le Partage des connaissances [en anglais].
Titre canonique
Titre original
Titres alternatifs
Date de première publication
Personnes ou personnages
Lieux importants
Évènements importants
Films connexes
Épigraphe
Dédicace
Premiers mots
Citations
Derniers mots
Notice de désambigüisation
Directeur de publication
Courtes éloges de critiques
Langue d'origine
DDC/MDS canonique
LCC canonique

Références à cette œuvre sur des ressources externes.

Wikipédia en anglais

Aucun

As in previous volumes, Kamii uses Piaget's groundbreaking work in constructivism as well as her own years of research in classrooms to closely observe what third grade children actually ""do"" when solving problems of addition, subtraction, multiplication and division. Her work translates Piaget's theory into a concrete programme that encourages children to use maths in real ways that stimulate them to reinvent arithmetic. She also challenges ""quick-fix"" theories of educational reform, replacing these with one that revolutionises our understanding of how human beings acquire knowledge, and thus drastically changing what we think schools should try to do. Educators have long been trying to transmit knowledge to children from the outside. What reform needs is a focus inside the child to maximise the process of construction from within. The volume is divided into four parts. The first gives a theoretical foundation, the second, goals and objectives, the third consists of chapters on problem solving, group games and other activities. The final part presents principles of teaching and answers frequently asked questions. The last chapter is about the evaluation of constructivist teaching and documents how children with three years of constructivist maths were able to reason far better than traditionally instructed children.

Aucune description trouvée dans une bibliothèque

Description du livre
Résumé sous forme de haïku

Discussion en cours

Aucun

Couvertures populaires

Vos raccourcis

Évaluation

Moyenne: Pas d'évaluation.

Est-ce vous ?

Devenez un(e) auteur LibraryThing.

 

À propos | Contact | LibraryThing.com | Respect de la vie privée et règles d'utilisation | Aide/FAQ | Blog | Boutique | APIs | TinyCat | Bibliothèques historiques | Critiques en avant-première | Partage des connaissances | 205,968,127 livres! | Barre supérieure: Toujours visible