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dérivée trigonométrique


danahn15

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Posté(e)

bonjour je n'arrive pas à résoudre 2 dérivées. qqn peut-il m'aider?

f(x)=cos(3x/2)

f(x)=sqr(x²/sinx)

il y en a certains dont je ne suis pas sur de la réponse

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post-61234-0-88951500-1335378123_thumb.j

post-61234-0-37623000-1335378134_thumb.j

post-61234-0-85289000-1335378142_thumb.j

post-61234-0-88951500-1335378123_thumb.j

post-61234-0-37623000-1335378134_thumb.j

post-61234-0-85289000-1335378142_thumb.j

post-61234-0-88951500-1335378123_thumb.j

post-61234-0-37623000-1335378134_thumb.j

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post-61234-0-88951500-1335378123_thumb.j

post-61234-0-37623000-1335378134_thumb.j

post-61234-0-85289000-1335378142_thumb.j

post-61234-0-88951500-1335378123_thumb.j

post-61234-0-37623000-1335378134_thumb.j

post-61234-0-85289000-1335378142_thumb.j

post-61234-0-88951500-1335378123_thumb.j

post-61234-0-37623000-1335378134_thumb.j

post-61234-0-85289000-1335378142_thumb.j

post-61234-0-88951500-1335378123_thumb.j

post-61234-0-37623000-1335378134_thumb.j

post-61234-0-85289000-1335378142_thumb.j

  • E-Bahut
Posté(e)

f(x)=cos(u(x)) ==> f'(x)=u'(x)*(-sin(u(x))

f(x)=cos(3x/2) ==> f'(x)=-(3/2)*sin(3*x/2)

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f(x)=√u(x) => f'(x)=(1/2)*u'(x)/√u(x)

f(x)=√(x^2/sinx) ==> f'(x)= (2*x/sin(x)-x^2*cos(x)/sin(x)^2)/(2*√(x^2/sinx))

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