CM2c
Chanson revisitée par Eve-CM2.C
Merci à Eve d' avoir revisité la chanson "Place des Grands hommes" de Patrick Bruel. C'est un joli clin d'oeil à tous les élèves de CM2.C ! Bravo !
On s’était dit (1).pdf
Aux CM2.C- Programme de lundi 18 et mardi 19 mai (15)
Bonjour à tous et à toutes !
Voilà le programme pour cette petite semaine ! Je vous transmets donc le travail d'aujourd'hui et de demain. Profitez bien du week-end prolongé ! Je publierai les corrections vendredi.
Programme lundi 18 et mardi 19 mai.pdf
Vous pouvez en profitez pour écrire et m'envoyer vos charades et devinettes ! Je vous propose aussi une petite activité en arts visuels et en lien avec ce que nous travaillons en ce moment en lexique (sens propre / sens figuré). Vous allez dessiner une expression au sens propre... Vous écrirez sous le dessin l'expression et vous donnerez sa signification.
Voilà un petit exemple :
Je vous transmets un document pour dessiner, écrire et expliquer votre expression. Imprimez-le si vous pouvez sinon utilisez une feuille blanche, puis envoyez-moi vos dessins par mail, je pourrai les publier sur le blog.
-doc expression à dessiner et à expliquer.pdf
Je vous donne aussi une liste d'expressions, choisissez celle que vous préférez, vous pouvez aussi en choisir plusieurs si vous voulez.
-liste d'expressions.pdf
Et pour terminer, voilà un petit jeu, un petit défi à relever...A vous de retrouver les expressions qui se cachent derrière les dessins suivants. Envoyez-moi vos réponses par mail...Bonne chance à tous et à toutes !!
-Expressions en images.pdf
Bon courage et à lundi prochain sur le blog !
Sylvie Tironzelli
Aux CM2.C- corrections du travail de jeudi 14 et vendredi 15 mai (14)
Bonjour à tous et à toutes !
Voilà les corrections des fiches de travail de jeudi et vendredi !
plus que parfait (3)correction.pdf
Fiche 2 sens propre sens figuré correction.pdf
tableau à compléter-sciences correction.pdf
Bonnes corrections, bon week-end et à lundi !
Sylvie Tironzelli
Aux CM2.C - Programme du jeudi 14 et vendredi 15 mai (13)
Bonjour à tous et à toutes !
J'espère que vous avez passé un bon mercredi ! Je vous transmets le programme d'aujourd'hui et de vendredi. Je vous transmettrai les corrections samedi sur le blog.
programme jeudi 14 et vendredi 15 mai.pdf
Bonne fin de semaine et bon courage !
Sylvie Tironzelli
Aux CM2.C- corrections du travail du 11 et 12 mai (12)
Bonjour à tous et à toutes !
Voilà comme promis les corrections du travail de lundi et mardi !
Bon mercredi à vous et bonnes corrections ! J'ai appelé certains lundi,ravie de voir que tout va bien, je poursuis les appels téléphoniques aujourd'hui...
accords attributs accords 4correction.pdf
correction -attribut du sujet4.pdf
fiche règle de trois correction.pdf
Correction découverte du livre.pdf
A demain sur le blog !
Sylvie Tironzelli
Aux CM2.C- Programme du 11 mai au 12 mai (11)
Bonjour à tous et à toutes !
J'espère que vous avez passé un bon week-end, on se retrouve pour une nouvelle semaine. Voilà le programme pour aujourd'hui et demain...
Vous trouverez comme d'habitude les corrections sur le blog mercredi et je vous transmettrai aussi le travail de jeudi et vendredi ! 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)
Programme lundi 11 et mardi 12 mai.pdf
Bonne journée, bon courage pour le travail et à mercredi! Je prendrai des nouvelles de chacun je vous téléphonerai tout au long de la semaine !
Sylvie Tironzelli
Aux CM2.C (10) - corrections du 04 au 07 mai
Bonjour à tous et à toutes !
Voilà les corrections de la semaine !
accords attributs accords 3correction.pdf
correction - attribut du sujet 3 (1).pdf
Fiche-3-Passer-des-fractions-decimales-aux-nombres-decimaux-Correction.pdf
Questionnaire c'est pas sorcier correction.pdf
correction fiche règle de 3 exos 1 à 4.pdf
Comme promis les solutions :
Charade d'Eve : Sylvie Tironzelli
Charade de Luca : Marathon
Devinette de Yassine : le prénom
Bonnes corrections et bon week-end !
Sylvie Tironzelli
Aux CM2.C (9) Semaine du 04 mai au 07 mai
Bonjour à tous et à toutes !
J’espère que vous avez passé un bon week-end ! Nous entamons une nouvelle semaine. Je vous transmets le travail de la semaine. Faites au mieux comme d’habitude, je vous fais confiance. Pour les exercices de proportionnalité (règle de 3) faites les exercices de 1 à 4, nous ferons la suite des exercices la semaine prochaine.
lundi 04 mai, mardi 05 mai et jeudi 07 mai.pdf
Merci à Eve,et Luca pour leurs charades et à Yassine pour sa devinette ! Je vous laisse les découvrir, à vous de jouer et de trouver les solutions ! Bonne chance à tous !!
Charades.pdf
A vendredi sur le blog pour les corrections du travail et les solutions des charades et de la devinette ! Envoyez-moi par mail vos réalisations (cf. arts visuels "à la manière de Delaunay"),je pourrai les publier sur le blog! N'oubliez pas non plus de m'envoyer la suite des charades et des devinettes !
Bonne semaine et bon courage !
Sylvie Tironzelli
Aux CM2.C (8)
Bonjour à tous et à toutes !
Voilà les corrections du travail de jeudi !
Français-Le-plus-que-parfait (2)correction.pdf
CORRECTION COMMENT LES SERPENTS SONT DEVENUS VENIMEUX.pdf
Voici une fiche qui vous permettra de réaliser de jolies rosaces !
GEOMETRIE-ET-ARTS-VISUELS-fiche-4-Rosaces-merovingiennes-compas.pdf