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![Formule de Taylor. Développements limités
Exercice 4
Montrer que, pour tout x ∈ [0, 1], on a :
x5
x2 x3 x4
+
1+x+ + +
2
...](https://image.slidesharecdn.com/td-analyse-maths-chapitre3-131113132926-phpapp02/75/Td-analyse-maths-chapitre-9-2048.jpg?cb=1668547134)
![Formule de Taylor. Développements limités
Solution de l’exercice 5
1◦
f est plusieurs fois dérivable sur [1, x] pour x v...](https://image.slidesharecdn.com/td-analyse-maths-chapitre3-131113132926-phpapp02/75/Td-analyse-maths-chapitre-13-2048.jpg?cb=1668547134)
![Formule de Taylor. Développements limités
Solution de l’exercice 5
2◦
g est plusieurs fois dérivable sur [1, x] pour x ...](https://image.slidesharecdn.com/td-analyse-maths-chapitre3-131113132926-phpapp02/75/Td-analyse-maths-chapitre-14-2048.jpg?cb=1668547134)
