Centre de Documentation de Braine-le-Comte
Attention !!! Fermé tous les lundi à 16h & tous les vendredi à 12h (à 11h30 le vendredi 21 juin) ; Fermé de 9h à 11h le mardi 4 juin ; Ouvert à 10h le mercredi 5 juin ; Fermé à 15h le mercredi 26 juin
Horaires d'ouverture : du lundi au vendredi de 8h à 17h
excepté mardi 16h
Après identification, les membres de la Helha ont la possibilité de consulter plusieurs outils électroniques de notre catalogue en utilisant l'onglet "Bases de données" pour CAIRN & UNIVERSALIS et en cliquant sur la mappemonde à droite du titre ou sur le document numérique pour les documents présentés en pdf : les TFE, plusieurs PERIODIQUES, certains LIVRES et les DOSSIERS DOCUMENTAIRES.
/ Mont-Saint-Guibert : Van In (2021)
Titre : |
Chimie 3e : sciences générales : livre-cahier |
Type de document : |
texte imprimé |
Auteurs : |
Pierre Pirson, Auteur ; Henri Bordet, Auteur ; Dominique Castin, Auteur ; et al., Auteur |
Mention d'édition : |
1ère édition |
Editeur : |
Mont-Saint-Guibert : Van In |
Année de publication : |
2021 |
Collection : |
Chimie |
Importance : |
214 p. détachables |
Présentation : |
ill. |
Format : |
30 cm |
ISBN/ISSN/EAN : |
978-2-8041-9825-1 |
Index. décimale : |
520b Chimie : manuels |
Note de contenu : |
TABLE DES MATIERES
UAA1
Chapitre 1 : Séparation des mélanges. Modèle moléculaire de la matière
Chapitre 2 : Modèle atomique de la matière
Chapitre 3 : Composition des molécules
Chapitre 4 : Évolution du modèle atomique
Chapitre 5 : Atomes et éléments : une histoire d'isotopes
Chapitre 6 : Classification des corps purs simples en métaux et non-métaux
Chapitre 7 : Tableau périodique des éléments
Chapitre 8 : Ions monoatomiques et électronégativité des atomes
Chapitre 9 : Concentration massique d'une solution
UAA2
Chapitre 1 : Le bon emploi des substances chimiques au laboratoire et au quotidien
Chapitre 2 : Dissolution, transformation chimique et loi de la conservation de la masse
Chapitre 3 : Réaction chimique. Équation chimique : écriture et signification
Chapitre 4 : Établissement des formules moléculaires
Chapitre 5 : Classification et obtention des corps minéraux
Chapitre 6 :Réaction de dissociation et réaction acide-base selon Arrhénius
Index
Tableau de Mendeléev |
Chimie 3e : sciences générales : livre-cahier [texte imprimé] / Pierre Pirson, Auteur ; Henri Bordet, Auteur ; Dominique Castin, Auteur ; et al., Auteur . - 1ère édition . - Mont-Saint-Guibert : Van In, 2021 . - 214 p. détachables : ill. ; 30 cm. - ( Chimie) . ISBN : 978-2-8041-9825-1
Index. décimale : |
520b Chimie : manuels |
Note de contenu : |
TABLE DES MATIERES
UAA1
Chapitre 1 : Séparation des mélanges. Modèle moléculaire de la matière
Chapitre 2 : Modèle atomique de la matière
Chapitre 3 : Composition des molécules
Chapitre 4 : Évolution du modèle atomique
Chapitre 5 : Atomes et éléments : une histoire d'isotopes
Chapitre 6 : Classification des corps purs simples en métaux et non-métaux
Chapitre 7 : Tableau périodique des éléments
Chapitre 8 : Ions monoatomiques et électronégativité des atomes
Chapitre 9 : Concentration massique d'une solution
UAA2
Chapitre 1 : Le bon emploi des substances chimiques au laboratoire et au quotidien
Chapitre 2 : Dissolution, transformation chimique et loi de la conservation de la masse
Chapitre 3 : Réaction chimique. Équation chimique : écriture et signification
Chapitre 4 : Établissement des formules moléculaires
Chapitre 5 : Classification et obtention des corps minéraux
Chapitre 6 :Réaction de dissociation et réaction acide-base selon Arrhénius
Index
Tableau de Mendeléev |
| ![Chimie 3e : sciences générales : livre-cahier vignette](data:image/jpeg;base64,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) |
Exemplaires (1)
|
NB-48076 | 520b SCI | Livre | Helha - Cat. pédagogique BLC | Eveil scientifique - Sciences & techniques : chimie | Disponible |