
SACADO propose des cours interactifs, des exercices interactifs avec leur correction détaillée, classés par les thèmes, attendus et savoir faire du programme de l'Education Nationale.
Avec ces exercices, vous créez des parcours d'apprentissage et des évaluations pour un suivi détaillé des progrès de vos élèves.
Voici les exercices du niveau Sixième.
Voici les exercices du niveau Sixième.
Nombres et calculs |
Utiliser et représenter les grands nombres entiers, des fractions simples, les nombres décimaux. 253 exercices |
Savoir utiliser les grands nombres entiers. 69 exercices |
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Utiliser des nombres décimaux ayant au plus quatre décimales. 60 exercices |
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Ajouter des fractions décimales de même dénominateur. 8 exercices |
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Ajouter des fractions de même dénominateur. 5 exercices |
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Savoir utiliser des fractions pour exprimer un quotient. 6 exercices |
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Savoir utiliser des fractions pour rendre compte de mesures de grandeurs. 20 exercices |
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Savoir placer un nombre sur une droite graduée 37 exercices |
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Encadrer un nombre décimal avec une précision donnée 15 exercices |
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Comparer des fractions 20 exercices |
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Décomposer, recomposer des fractions. 12 exercices |
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Calculer avec des nombres entiers et des nombres décimaux. 130 exercices |
Savoir multiplier un nombre décimal (entier ou non) par 0,1 et par 0,5. 15 exercices |
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Savoir utiliser la distributivité simple dans les deux sens. 8 exercices |
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Apprendre à organiser un calcul en une seule ligne, utilisant si nécessaire des parenthèses. 15 exercices |
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Savoir utiliser une calculatrice pour introduire la priorité de la multiplication sur l’addition et la soustraction. 3 exercices |
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Savoir multiplier deux nombres décimaux. 21 exercices |
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Effectuer une division euclidienne. 19 exercices |
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Savoir ajouter ou soustraire des nombres décimaux. 43 exercices |
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Effectuer une division décimale. 6 exercices |
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Résoudre des problèmes en utilisant des fractions simples, les nombres décimaux et le calcul. 71 exercices |
Résoudre des problèmes relevant des structures additives et multiplicatives en mobilisant une ou plusieurs étapes de raisonnement. 31 exercices |
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Collecter les informations utiles à la résolution d'un problème à partir de supports variés, les exploite et les organise en produisant des tableaux à double entrée, des diagrammes circulaires, semi-circulaires, en bâtons ou des graphiques. 11 exercices |
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Remobiliser les procédures déjà étudiées pour résoudre des problèmes relevant de la proportionnalité et les enrichir par l'utilisation du coefficient de proportionnalité. 22 exercices |
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Savoir appliquer un pourcentage. 7 exercices |
![]() ![]() 80fa65f3 10 minutes 5 situations minimum |
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Grandeurs et mesures |
Comparer, estimer, mesurer des grandeurs géométriques avec des nombres entiers et des nombres décimaux : longueur (périmètre), aire, volume, angle. 138 exercices |
Connaître la formule de la longueur d’un cercle et l’utiliser. 9 exercices |
![]() ![]() 0e32a971 10 minutes 5 situations minimum |
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Réaliser des conversions nécessitant deux étapes de traitement. (Transformer des heures en semaines, jours et heures ; transformer des secondes en heures, minutes, secondes). 18 exercices |
![]() ![]() ce6193ae 10 minutes 5 situations minimum |
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Utiliser les multiples et sous-multiples du m² et les relations qui les lient. 4 exercices |
![]() ![]() eafa2c8d 10 minutes 5 situations minimum |
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Calculer l’aire d’un triangle à l’aide de la formule. 5 exercices |
![]() ![]() 4af6f627 10 minutes 5 situations minimum |
![]() ![]() b3b2c5f2 10 minutes 5 situations minimum |
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Calculer l’aire d’un disque à l’aide de la formule. 4 exercices |
![]() ![]() 6c344df3 10 minutes 5 situations minimum |
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Déterminer la mesure de l’aire d’une surface. 29 exercices |
![]() ![]() b5771e1c 10 minutes 5 situations minimum |
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Calculer le volume d’un cube ou d’un pavé droit en utilisant une formule. 4 exercices |
![]() ![]() 0f26b3c6 10 minutes 5 situations minimum |
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Utiliser les unités de volume : $cm^3$, $dm^3$, et $m^3$ et leurs relations. 7 exercices |
![]() ![]() d52de078 10 minutes 5 situations minimum |
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Relier les unités de volume et de contenance (1 L = 1 dm3) 10 exercices |
![]() ![]() 4b8deddc 10 minutes 5 situations minimum |
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Estimer si un angle est droit, aigu ou obtus. 7 exercices |
![]() ![]() e0c10345 10 minutes 5 situations minimum |
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Utiliser un rapporteur pour mesurer un angle en degrés. 8 exercices |
![]() ![]() 80d0192d 10 minutes 5 situations minimum |
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Construire à l’aide du rapporteur, un angle de mesure donnée en degrés. 4 exercices |
![]() ![]() 6ba5ee87 10 minutes 5 situations minimum |
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Comparer, estimer, mesurer des longueurs et des périmètres. 29 exercices |
![]() ![]() 38d9b4e0 10 minutes 5 situations minimum |
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Résoudre des problèmes impliquant des grandeurs (géométriques, physiques, économiques) en utilisant des nombres entiers et des nombres décimaux. 21 exercices |
Résoudre des problèmes de durées. 13 exercices |
![]() ![]() ef2ba852 10 minutes 5 situations minimum |
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Calculer avec des nombres associés à des grandeurs 8 exercices |
![]() ![]() 8072ada0 10 minutes 5 situations minimum |
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Espace et géométrie |
(Se) repérer et (se) déplacer dans l’espace en utilisant ou en élaborant des représentations. 11 exercices |
Se repérer, décrire (tourner à gauche, à droite ; faire demi-tour ; effectuer un quart de tour à droite, à gauche) ou exécuter des déplacements. 11 exercices |
![]() ![]() e928ea69 10 minutes 5 situations minimum |
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Reconnaître, nommer, décrire, reproduire, représenter, construire des figures et solides usuels. 70 exercices |
Coder des figures simples : - les triangles (dont les triangles particuliers : triangle rectangle, isocèle, équilatéral), - les quadrilatères (dont les quadrilatères particuliers : carré, rectangle, losange). 5 exercices |
![]() ![]() c881ce92 10 minutes 5 situations minimum |
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Connaître et utiliser le vocabulaire associé à ces figures et à leurs propriétés (côté, sommet, angle, diagonale, polygone, centre, rayon, diamètre, milieu, hauteur) pour décrire et coder ces figures. 18 exercices |
![]() ![]() a9a7cd36 10 minutes 5 situations minimum |
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Reconnaître, nommer et décrire des assemblages de solides simples. 17 exercices |
![]() ![]() 550e8148 10 minutes 5 situations minimum |
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Dans le plan représenter, reproduire, tracer ou construire des figures simples. 23 exercices |
![]() ![]() 9b97c6a2 10 minutes 5 situations minimum |
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Représenter un cube, un pavé droit par un dessin. 2 exercices |
![]() ![]() 667d4b17 10 minutes 5 situations minimum |
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Construire un patron d’un pavé droit. 5 exercices |
![]() ![]() 5bf7a0e7 10 minutes 5 situations minimum |
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Reconnaître et utiliser quelques relations géométriques (notions d’alignement, d’appartenance, de perpendicularité, de parallélisme, d’égalité de longueurs, d’égalité d’angle, de distance entre deux points, de symétrie, d’agrandissement et de réduction). 91 exercices |
Connaître la définition de l’alignement de 3 points ainsi que de l’appartenance à une droite et reconnaître ces situations. 14 exercices |
![]() ![]() 25520b1c 10 minutes 5 situations minimum |
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Connaître, reconnaître et savoir tracer un segment de droite ainsi que son milieu. 16 exercices |
![]() ![]() f699d3b8 10 minutes 5 situations minimum |
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Connaître les relations entre perpendicularité et parallélisme et sait s’en servir pour raisonner. 21 exercices |
![]() ![]() 26b0feec 10 minutes 5 situations minimum |
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Déterminer le plus court chemin entre un point et une droite. 1 exercice |
![]() ![]() 69856a5f 10 minutes 5 situations minimum |
Connaître et savoir estimer la distance entre un point et une droite. 3 exercices |
![]() ![]() 73f6f240 10 minutes 5 situations minimum |
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Compléter une figure par symétrie axiale. 3 exercices |
![]() ![]() ad6fc79c 10 minutes 5 situations minimum |
![]() ![]() eca6f19d 10 minutes 5 situations minimum |
Construire le symétrique d’un point, d’un segment, d’une droite par rapport à un axe donné et il est capable de verbaliser/expliciter sa méthode de construction. 13 exercices |
![]() ![]() e3513f85 10 minutes 5 situations minimum |
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Construire la figure symétrique d’une figure donnée par rapport à un axe donné sur papier ou à l’aide d’un logiciel de géométrie dynamique. 5 exercices |
![]() ![]() d6e2bce9 10 minutes 5 situations minimum |
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Connaître les propriétés de conservation de la symétrie axiale et les utiliser pour raisonner. 6 exercices |
![]() ![]() 8fc63cc2 10 minutes 10 situations minimum |
![]() ![]() c354bef2 10 minutes 5 situations minimum |
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Connaître, reconnaître et savoir coder la définition de la médiatrice d’un segment, ainsi que sa caractérisation. 5 exercices |
![]() ![]() 3e7bc8ec 10 minutes 5 situations minimum |
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Savoir se servir de la définition de la médiatrice d’un segment ou de sa caractérisation pour la tracer à l'aide des instruments adéquats 2 exercices |
![]() ![]() 162894c6 10 minutes 5 situations minimum |
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Tracer à l’aide des instruments adéquats. 2 exercices |
![]() ![]() 6db5502d 10 minutes 5 situations minimum |
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