Colours and descriptions
![Image result for French colours](data:image/jpeg;base64,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)
Here's a short video describing the contents of this section:
More information about colours and other adjectives can be found here. You can use the BonPatron Grammar Guide to test your knowledge on a wide variety of verbs and nouns.
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Helpful verb
être ("be"), e.g.:
être
Je suis content = "I am happy"
Le livre est rouge = "The book is red"
Tu es gentil = "You are nice"
Ils sont grands = "They are big"
On est triste = "We are sad".
You can learn the full conjugation of these verbs
here.
Grammar Point: adjective agreement
French adjectives change their form to agree with feminine and plural nouns, e.g.:
Ma soeur est contente ("My sister is happy"),
Les enfants sont prêts ("The children are ready"). You can find out more about adjectives
here.