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Dessine la Tour Eiffel.
podcast/la-tour-eiffel dictée
A quoi ça sert?
Sur la tour Eiffel.
Leçon 1
Futur simple
Exercices
Ecoute et écris
Quand je serai grand...
Leçon 2
Verbes 1er groupe présent de l'indicatif
exercice intéractif
exercice intéractif2
Liste verbes très fréquents
Leçon 3
Le racisme expliqué à ma fille
Le racisme expliqué à ma fille
Compréhension écrite
Répondez aux questions dans votre cahier.
1)Qui est l'auteur? (Presentez-le)
2)Le livre. La date. À quelle
occasion ce livre a-t-il été
écrit ?
3)À qui est-il destiné ?
4)Quelle a été la principale
difficulté de l’auteur ?
5)Quelles sont les trois qualités
que l’auteur a visées pour le
livre?
6)Quel a été le rôle de Mérième
et de ses amies dans
l’élaboration de ce livre ?
7)Le racisme est le sujet de cette
conversation entre l’écrivain et sa
fille. Avez vous assisté à des
épisodes à caractère raciste ?
Racontez-les.
8)Qu'est-ce que la Loi
Debré?
9)« L’attitude raciste est commune à toutes les sociétés,
mais elle n’est pas normale" : pourquoi ces deux
adjectifs s’opposent-ils ? Quel sens a ici le mot
« normal » ?
10)Le raciste est quelqu’un qui se sent menacé. Pourquoi se
sent-il menacé ? Est-ce une menace réelle ?
11)Dans votre pays, les occasions de rencontre pour
connaître les immigrés sont-elles possibles ? Comment
ça peut se passer ?
12)L'écrivain dit que la
lutte contre le racisme commence avec l’éducation. Pourquoi?
Le racisme expliqué à ma fille: leggere da pag 33 (colonialisme) a pag 36 (siècle)
1)Qu’est-ce que le colonialisme ?
2)Est-ce que le pays colonisateur apporte des avantages au pays colonisé?
3)Quelle justification morale donnaient les européens à la colonisation ?
4)Qu’est-ce qu’un « indigène ?
5)Pourquoi y a-t-il beaucoup d’Algériens en France ?
6)Qu’est-ce qu’un « pied noir » ? (Cherche sur Internet)
7)La France est, comme l’Amérique, une terre d’immigration. Mais quelles sont les différences fondamentales entre ces deux pays?
Leçon 4
![Risultati immagini per adjectif des noms féminin](https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcSsJ9Td33G0Cd26R45ESKWqqYUFVgU1EjZ5XU6u2ezoCGBE16CVTg)
Leçon 5
Le conditionnel présent
Vidéo formation conditionnel
Leçon 6:
la phrase négative.
Il supplente di francese vi spiega la forma negativa!
Leçon 7 :
prépositions, adverbes et expressions de temps (révision)
1)Per esprimere la durata
2)Esercizi con EN-PENDANT-POUR-DEPUIS-DANS
EXERCICES: à, pendant, en, depuis,ou dans.
Leçon 8:
décrire
Décrire un objet
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oggetto](data:image/jpeg;base64,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)
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)
![Risultati immagini per le caractère d'une personne](https://bonjourleselevesblog.files.wordpress.com/2017/06/la-description-physique-et-le-caractere-2-638.jpg)
Alice décrit sa maison
Vidéo présentation maison
![Risultati immagini per maisons](https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcSbsSexMBjAHWl2Z6AC1nYxdTQgPRw7Cq7jC5bCSKx8xpMPT0kGeg)
Décrire un lieu de la ville
![Risultati immagini per les lieux de la ville 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)
Décrire un animal domestique
![Risultati immagini per animaux](https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcSCbBrhBFwL2HwmmYtgZhY0JQOH8t2fB-Bg_h_PbeGgBYCPsQp2)
Les animaux de la ferme
Les animaux sauvages
Devine l'animal de la ferme.
Devine l'animal!
Leçon 9:
demander et dire l'heure
![Risultati immagini per réveil](https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcRWkPydY4W7ply4ZSxKnESHknnWrVZjHYH4AKb4HTFBqm-5NQVG)
Quelle heure est-il?
Le racisme expliqué à ma fille: leggere da pag 33 (colonialisme) a pag 36 (siècle)
1)Qu’est-ce que le colonialisme ?
2)Est-ce que le pays colonisateur apporte des avantages au pays colonisé?
3)Quelle justification morale donnaient les européens à la colonisation ?
4)Qu’est-ce qu’un « indigène ?
5)Pourquoi y a-t-il beaucoup d’Algériens en France ?
6)Qu’est-ce qu’un « pied noir » ? (Cherche sur Internet)
7)La France est, comme l’Amérique, une terre d’immigration. Mais quelles sont les différences fondamentales entre ces deux pays?
Leçon 4
Leçon 5
Le conditionnel présent
Vidéo formation conditionnel
LISTE DES VERBES FREQUENTS
Trouver
Donner
Parler
Aimer
Passer
Demander
Sembler
Laisser
Rester
Penser
Regarder
Arriver
Chercher
Porter
Entrer
Appeler
Tomber
Commencer
Montrer
Arrêter
Jeter
Monter
Visiter
Écouter
Continuer
Servir
Apercevoir
Danser
Fermer
Réfléchir
Eteindre |
Ajouter
Jouer
Marcher
Garder
Manquer
Rentrer
Rappeler
Quitter
Tourner
Présenter
Envoyer
Expliquer
Manger
Finir
Agir
Être
Etudier
Faire
Dire
Pouvoir
Écrire
Suivre
Partir
Ouvrir
Lire
Perdre
Travailler
Voler
Chanter
Téléphoner
Unir |
Aller
Voir
Savoir
Vouloir
Venir
Falloir
Devoir
Croire
Prendre
Mettre
Entendre
Répondre
Rendre
Connaître
Sentir
Attendre
Vivre
Comprendre
Devenir
Descendre
Permettre
Offrir
Apprendre
Recevoir
Acheter
Voyager
Choisir
Embrasser
Oublier
Sortir
Dessiner |
la phrase négative.
Il supplente di francese vi spiega la forma negativa!
Leçon 7 :
prépositions, adverbes et expressions de temps (révision)
1)Per esprimere la durata
2)Esercizi con EN-PENDANT-POUR-DEPUIS-DANS
EXERCICES: à, pendant, en, depuis,ou dans.
3) Dire l’heure: | |||
À 8 heures ; à 8 heures du matin; à 8 heures du soir (at 8 a.m.; at 8 p.m.) J’ai le cours d’histoire de 8:30 à 9:15. (from ... to) Il travaille tous les soirs jusqu’à minuit. (until) | |||
![]() ![]() | Période de la journée: | ||
ce matin demain matin hier matin ( le matin, je me lève tôt pour aller à l’école. cet après-midi (demain après-midi hier aprés-midi L’après-midi, je rentre à 16:00 de école. ce soir (demain soir hier soir le soir, je vais au lit à 22 heures. ce week-end le week-end prochain le week-end dernier le week-end, je me repose. cette semaine la semaine prochaine la semaine dernière le mois prochain le mois dernier | |||
![]() ![]() | Les dates précises: | ||
-Quel jour sommes-nous? -Nous sommes le 2 janvier 1997 (N : le 1er mars) Sur une lettre: Cary, le 9 septembre 1997 Le 1er mai, le 14 juillet C'est le jour de Noel. | |||
![]() ![]() | Les jours de fête (les jours fériés) | ||
À Noël, à Paques, | |||
Les jours | |||
1) lundi SANS préposition (lundi, mardi, mercredi, jeudi, vendredi, samedi, dimanche) 2) le lundi - seulement si c'est une habitude C’est mardi aujourd’hui Le lundi, je joue au volley dans mon club Lundi, je vais chez le dentiste Demain, nous partons en vacances. Hier, ils ont gagné le match 2 à 1 | |||
![]() ![]() | Les mois | ||
(janvier, février, mars, avril, mai, juin, juillet, août, septembre, octobre, novembre, décembre) En janvier Au mois de janvier | |||
![]() ![]() | Les saisons: | ||
En hiver, en été, en automne !: Au printemps | |||
![]() ![]() | Les années | ||
Jean-Jacques Cousteau est mort en 1997 J’aime beaucoup les années 70. | |||
![]() ![]() | Les siècles | ||
Au XIXe sièle, les gens n’avaient pas de voiture |
Leçon 8:
décrire
Décrire un objet
Deviner un objet
Décrire une personne
![Risultati immagini per le caractère d'une personne](https://bonjourleselevesblog.files.wordpress.com/2017/06/la-description-physique-et-le-caractere-2-638.jpg)
Alice décrit sa maison
Vidéo présentation maison
Décrire un lieu de la ville
Décrire un animal domestique
Les animaux de la ferme
Les animaux sauvages
Devine l'animal de la ferme.
Devine l'animal!
Leçon 9:
demander et dire l'heure
Quelle heure est-il?