Taylor Polynomial Error Bound
For which values of $x$ is the error in the approximation of $\sin(x)$ by its second-degree Taylor polynomial centered at $x=0$ guaranteed to be less than 0.01?
A
|x| < 0.3
B
|x| < 0.6
C
|x| < 0.39
D
|x| < 0.22
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