fonction / primitive f(x)=a / F(x)=ax f(x)=x / F(x)=x**2/2 f(x)=x**n / F(x)=(x**n+1)/(n+1) f(x)=1/x / F(x)= f(x)=1/x**n / F(x)=-1/(n-1)x**n-1 f(x)=1/vx / F(x)=2vx f(x)=sin x / F(x)=-cosx f(x)=cos x / F(x)=sinx
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fonction / primitive f(x)=a / F(x)=ax f(x)=x / F(x)=x**2/2 f(x)=x**n / F(x)=(x**n+1)/(n+1) f(x)=1/x / F(x)= f(x)=1/x**n / F(x)=-1/(n-1)x**n-1 f(x)=1/vx / F(x)=2vx f(x)=sin x / F(x)=-cosx f(x)=cos x / F(x)=sinx