![(9 points) Let f(x)= 2 sin(x). Consider the power series for f(x) that is centered at c = 0. What is the smallest number n can be in order for the remainder given by Taylors Remainder Formula to be smaller than 0.00004 4 x 10-5 for x in the interval [-4, 2]. IR,(水(n+1)1-4 Justify how you determine the relevant values. Lin(2) value of Ms. Justification for the value of M. Smallest value of n](https://media.cheggcdn.com/media%2F2f6%2F2f676f85-fd3f-4675-8397-df4a53fc32a2%2Fimage.png)
(9 points) Let f(x)= 2 sin(x). Consider the power series for f(x) that is centered at c = 0. What is the smallest number
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(Solved) : 9 Points Let F X 2 Sin X Consider Power Series F X Centered C 0 Smallest Number N Order R Q32681438 . . . .
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