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Name: Student ID #: JUSTIFY ALL YOUR ANSWERS

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Feuille ParCœur no 3 `a compléter ch2 x − sh2 x = th x = coth x = 1

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u ± v  u ± v dx d
c  0 dx d u
u u , u  0 dx u d u
loga u  dx ln au d
cos u 
sin uu dx d
sec u  sec u tan uu dx d
u
arccos u  dx 1
u2 d u
arcsec u  dx ...

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sec3 u du = sec u tan u + ln |sec u + tan u| + C

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If f is differentiable at x and g is differentiable at f (x), then: (4) Dx [g(f (x))] = g 0 (f (x)) f 0 (x) . On this handout, a (∗) means that you do not have to memorize the formula but should be...

N 87 GRENOBLE Rocade Sud

GRENOBLEZ.I. SSAINT MARSEILLE SAINT Z.I. PRIESTVENISSIEUX LYON-SUD S CHAMBERY GRENOBLE MARSEILLE ETIENNE GIVORS VIENNE MI-PLAINE ETIENNE LYON PRIEST CHAMBERY PRIEST CENTRE EST ST MARTIN D'HERES A 49

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