9. For each of the following functions f(x), find f(0), f'(0), f"(0) and f"(0) and the Taylor series up to the term in x³ of f(x) about the point x = 0. (a) f(x) = ln cos x (b) f(x) = e sin x

9. For each of the following functions $f (x)$ , find $f (0), f^{'} (0), f^{''} (0)$ and $f^{'''} (0)$ and the Taylor series up to the term in $x^{3}$ of $f (x)$ about the point $x = 0$ . (a) $f (x) = ln cos x$ (b) $f (x) = e^{x} sin x$

Question

9. For each of the following functions f(x), find f(0), f'(0), f"(0) and f"(0) and the Taylor series up to the term in x³ of f(x) about the point x = 0. (a) f(x) = ln cos x (b) f(x) = e sin x

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9. For each of the following functions

f (x)

, find

f (0), f^{'} (0), f^{''} (0)

and

f^{'''} (0)

and the Taylor series up to the term in

x^{3}

of

f (x)

about the point

x = 0

. (a)

f (x) = ln cos x

(b)

f (x) = e^{x} sin x

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Expert Answer to - 9. For each of the following functions f(x), find f(0), f'(0), f&#34;(0) and f&#34;(0) and the Taylor series

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Solution for - 9. For each of the following functions f(x), find f(0), f'(0), f&#34;(0) and f&#34;(0) and the Taylor series

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(Solved): 9. For each of the following functions f(x), find f(0), f'(0), f"(0) and f"(0) and the Taylor series ...

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