• anonymous
Please help....Please help....Taylor series f(x)=sinx a=1 n=3 $0.8 \le x \le 1.2$ $sinx\approx T_3(x)=sin(1)+\frac{cos(1)}{1}(x-1)-\frac{sin(1)}{2}(x-1)^2-\frac{cos(1)}{6}(x-1)^3$ (b) Use Taylor's Inequality to estimate the accuracy of the approximation $f(x)\approx T_n(x)$ lies in the given interval. $\left|R_3(x)\right|\le \frac{M}{4!} {\left|x-1\right|}^4$ I'm almost there.....
Mathematics

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