Formules de dérivation
`f(x)=a` (`a " constante"` ) ` => f'(x)=0`
`f(x)=x => f'(x)=1`
`f(x)=x^2 =>f'(x)=2x`
`f(x)=1/x=>f'(x)=-1/x^2`
`f=1/u=>f'=(-u')/u^2`
`f(x)=sqrt x=>f'(x)=1/(2 sqrt x)`
`f=sqrt u=>f'= (u')/(2 sqrt u)`
`f(x)=x^n =>f'(x)=nx^(n-1)`
`f=u^n =>f'= n u' u^(n-1)`
`f=lambda u` (`lambda " constante"` ) ` => f'=lambda u'`
`f=u+v=>f'=u'+v'`
`f=uv=>f'=u'v+v'u`
`f=u/v=>f'=(u'v-v'u)/v^2`
`f(x)=e^x =>f'(x)=e^x`
`f=e^u =>f'=u'e^u`
`f(x)=ln(x) =>f'(x)=1/x`
`f=ln(u) =>f'=(u')/u`