[Solution Library] Let f(x)= cos (x). Find the Taylor polynomial p_4(x) with remainder R_4(x) about x_0=(π)/(6). [Simplify your answer] Use the Taylor

Question: Let $f(x)=\cos (x)$. Find

the Taylor polynomial $p_{4}(x)$ with remainder $R_{4}(x)$ about $x_{0}=\frac{\pi}{6}$. [Simplify your answer]
Use the Taylor polynomial to approximate $\cos \left(31^{\circ}\right)$. [Do not round your calculator]
Use the remainder to estimate the accuracy (in number of significant decimal places) the accuracy of you approximation made in part $b$ :

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[Solution Library] Let f(x)= cos (x). Find the Taylor polynomial p_4(x) with remainder R_4(x) about x_0=(π)/(6). [Simplify your answer] Use the Taylor

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