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Find the derivative of: f(x)=4x*3coth*2(x*2+2)
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\[\frac{d}{dx}\coth x=-\frac{1}{\sinh^2x}\]
\[\frac{d}{dx}(4x^3 \ \coth^2(x^2+2))=12x^2 \coth^2(x^2+2)+4x^3(-4x \frac{\coth(x^2+2)}{\sinh^2(x^2+2)})\]
this may be helpful \[\frac{d}{dx} (f^n(g(x))=n g'(x) f'(g(x)) f^{n-1}(g(x)) \]
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