Lundi 18 mai
Bonjour à tous . J’espère que vous allez bien .
Voici les corrections .
Bon week-end à tous .
Conjugaison
Nous avons vu qu’avec l’auxiliaire être , il faut faire attention car le participe passé s’accorde avec le sujet .
Il est tombé , elle est tombée , ils sont tombés .
Aujourd’hui , nous allons travailler sur l’accord avec « elles » , ce pronom est au féminin « e » pluriel « s », donc le participe passé doit être au féminin « e » pluriel « s » .
elles sont tombées
Exercice : Ecris chaque verbe au passé composé avec il , ils , elle , elles .
Fais attention , accorde bien le participe passé .
Attention , il y a un piège .
ex : tomber : il est tombé , ils sont tombés , elle est tombée , elles sont tombées .
arriver : il est arrivé ; ils sont arrivés ; elle est arrivée ; elles sont arrivées
venir : il est venu ; ils sont venus ; elle est venue ; elles sont venues
monter : il est monté ; ils sont monté ; elle est montée ; elles sont montées
descendre : il est descendu ; ils sont descendus ; elle est descendue ;
elles sont descendues
partir : il est parti ; ils sont partis ; elle est partie ; elles sont parties
pleurer : il a pleuré ; ils ont pleuré ; elle a pleuré ; elles ont pleuré
Lecture
Questions orales . ( Je vous interrogerai pendant la classe virtuelle ) . Réfléchissez avant .
- Les chouettes copains se passent la boîte de crayons de couleur . Nous avons déjà lu une scène qui ressemblait à celle-ci . Laquelle ? C’est la scène des lunettes de Clotaire .
- Pourquoi Geoffroy fait-il une drôle de tête ? Parce qu’il est jaloux
- Pourquoi manque-t-il des tas de crayons dans la boîte ? Parce que les chouettes copains les ont pris .
- Que penses-tu de la punition que donne la maîtresse ? C’est une punition très longue et difficile .
- Pourquoi Agnan n’a-t-il pas été puni ? Parce qu’il était absent . Mais il n’est jamais puni .
- Et Clotaire ? Parce qu’il était au tableau . Mais il a tout de même été privé de récréation parce qu’il ne savait pas sa leçon . Ses lunettes ne marchent pas très bien .
Mathématiques :
Conversions
1cm = 10 mm pour convertir des cm en mm , je multiplie par 10
1 m = 100 cm pour convertir des m en cm , je multiplie par 100 .
1 km = 1000 m pour convertir des km en m , je multiplie par 1000
5,2 cm = 52 mm ; 6,3 km = 6 300 m ; 4,5 m = 450 cm ; 0,7 km =700 m
0,08 m =8cm ; 2, 05 m = 205cm ; 0,002 km = 2m ; 0 ,3 cm = 3 mm
1 g = 1000 mg pour convertir des g en mg , je multiplie par 1000
1 g = 100 cg pour convertir des g en cg , je multiplie par.100
1 kg =1 000 g pour convertir des kg en g , je multiplie par 1 000
12,3 kg = 12 300 g ; 0,005 kg =5 g ; 36 kg = 36 000 .g ; 3,6 kg =3 600.g
51g = 51 000 mg ; 1,8 g = 1 800 mg ; 0,02 g =.20 mg ; 0,006 g =.g
Pose et calcule :
526 x 607 = 319 282 ; 5,4 x 7,8 = 42,12
Combien de fois 526 dans 319 283 ?
Si tu es malin , tu as vu que le diviseur est 526 ( que tu retrouves dans la multiplication et que le dividende est 319 283 soit 1 de plus que le résultat de la multiplication . Donc pas besoin de calculer , tu sais que :
526 x 607 + 1 = 319 283
Problèmes :
Problème N°1
Anna-Lisa a fait un gâteau de 900g . Elle en donne la moitié ( =1/2) à ses grands- parents .
Ses grands-parents décident d’offrir un tiers ( =1/3) de ce qu’elle leur a donné à leur voisine qui a fait leurs courses pendant le confinement .
Combien leur en reste-t-il ?
Ce qu’elle garde 450g
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Ce qu’elle donne 450g
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La première bande représente le gâteau = 900 g , elle le partage en deux .
900 : 2 = 450
La deuxième bande représente ce que ses grands-parents ont reçu . Ils le partagent en trois et en gardent deux parts .
450 :3 = 150
150x2 = 300
Il leur 300 g de gâteau .
Problème N°2 pas de calculette
Madame Gromollais habite à Paris . Elle décide de se rendre à Tours en vélo . Tours est à 236 km de chez elle . Elle fait 40km par jour . Combien de jours lui faudra-t-il pour arriver à Tours ?
Combien de fois 40 dans 236 ? Je fais une division .
5 x 40 + 36 = 236 .
Au bout de cinq jours , elle aura fait 200km . Il lui restera 36 km à faire . Donc il lui faudra 6 jours .
Mardi 19 mai
Lecture , vous pouvez aller voir vos corrections
https://www.quiziniere.com/
Code : L5Z2KG plus code de correction
Dictée 92 mots
Marie est arrivée à huit heures .Elle a posé son cartable près du portail et elle attendu Clara et Sara . Elles sont venues un peu après .Ensuite , les maîtresses ont ouvert le portail . Les garçons sont entrés . Ils ont salué les maîtresses et se sont approchés des filles qui parlaient sous les arbres . Ils ont regardé les trois filles et ils ont ri . Les filles se sont fâchées . Heureusement , la cloche a sonné . Les élèves ont monté les escaliers , ils sont entrés dans la classe et ils ont sorti leurs affaires .
Mathématiques Numération
Ecris ces nombres en lettres
12 000 000 003 douze-milliards-trois
12 000 003 000 douze-milliards-trois- mille
12 300 000 douze-millions-trois- cent-mille
12,003 douze unités et trois millièmes
12,3 douze unités et trois dixièmes
12,03 douze unités et trois centièmes
12/3 douze tiers
Calculs : diviser un nombre décimal par 10 , 100 , 1000 .
Quand on divise le nombre devient plus petit , donc la virgule avance de 1 ,2 ou 3 rangs .
36,2 :10 = 3,62 ;74,4 :10 = 7,44 ; 41,27 :10 = 4,127
316,2 :100 = 3,162 ;415,21 :100 = 4,1521;74,2 :100 = 0,742
1316,2 :1000 =1,3162 ; 4316,4 :1000 = 4,3164 4152,7 :1000 = 4,1527
Problème
Madame Gromollais qui habite toujours à Paris et qui aime toujours faire du vélo a prévu d’aller à Bordeaux qui est à 584 km de Paris . Elle fait toujours 40km par jour .
Combien de fois 40 dans 584 ? Je pose la division .
14 x 40 = 560
14 x 40 + 24 = 584
Elle mettra donc 15 jours .
Elle arrivera donc samedi 18 juillet .
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)