it's me again, the guy with the Hermite-interpolation.
I now decided to post a concrete task so maybe it's easier to answer.
The following points and the accompanying gradients are given:
x0=0 f(x)=3 f'(x)=0
x1=3 f(x)=3 f'(x)=27
x2=-2 f(x)=-57 f'(x)=72
I now would like to find out a polynomial function with goes through all those mentioned points and the same gradient in those points.
Thanks a lot in advance.