School (L'école)
![Image result for school](data:image/jpeg;base64,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)
Helpful verbs
apprendre ("to learn"), faire ("to do), étudier ("to study"), e.g.:
apprendre
J'apprends le français = "I am learning French"
faire
Je vais faire mes devoirs = "I am going to do my homework"
étudier
Il faut étudier pour l'examen final = "You need to study for the final exam"
You can learn the conjugation of these verbs
here.
Grammar Point: subjunctive verb forms
After certain verbs and expressions, the subjunctive verb form is used, e.g.:
Je veux que tu dises la verdad (cf.: the present indicative of
dire,
tu dis).
To master the subjunctive, you must learn when to use it, i.e.: the expressions and verbs that trigger the subjunctive form of the following verb. You must also learn the particular subjunctive forms of many common irregular verbs e.g.: faire, savoir, être (que je fasse, que je sache, que je sois).