|
{Find $n$ such that the Maclaurin polynomial of degree $n$ of $f(x)= \sin x$ approximates $\cos \pi$ within $0.0001$ of the actual value. |
Unless it's really aiming to be tricky, I think you're wanting f(x)=\sin x to approximate \sin\pi, not to approximate \cos\pi.
APEXCalculusV5/exercises/08_07_ex_23.tex
Line 1 in 2ec7e64
Unless it's really aiming to be tricky, I think you're wanting f(x)=\sin x to approximate \sin\pi, not to approximate \cos\pi.