Chinwi Academy | Fonctions Primitives

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Fonctions Primitives

2 Bac S. PC

By - Prof Chinwi
6 Hours
(0)

Course Description

Une primitive d'une fonction

f

sur un intervalle

cap I

est une fonction

cap F

dérivable telle que

cap F prime open paren x close paren equals f of x

. C'est l'opération inverse de la dérivation. Si une fonction continue admet une primitive, elle en admet une infinité, toutes de la forme

cap F open paren x close paren plus k

(

k is an element of the real numbers

)

Exemple :

On considère les fonctions ƒ et F définies par : f(x) = 2x + 3 et F(x) = x2 + 3x − 1

Si on dérive F, on constate que :

F'(x) = 2x + 3 = f(x).

Lorsque F' = ƒ, on dit que F est une primitive de ƒ.

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Prof Chinwi

Mathematics Teacher

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Duration 6 Hours
Lectures 0 lessons
Category: 2 Bac S. PC
0 Quizzes
Language: French
Skill Level Beginner
Certificate of Completion
300 Days Access

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