- #1
y_lindsay
- 17
- 0
How to find a polynomial P(x) of the smallest degree such that sin(x-x^2)=P(x)+o(x) as x->0?
Do I have to calculate the first six derivatives of f(x)=sin(x-x^2) to get Taylor polynomial approximation?
Do I have to calculate the first six derivatives of f(x)=sin(x-x^2) to get Taylor polynomial approximation?