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(Solved): please show work, thanks. Suppose f(/3)=3 and f(/3)=5, and let g(x)=f(x)sin(x) and h(x)=co ...

please show work, thanks.

$Suppose \( f(\pi / 3)=3 \) and \( f^{\prime}(\pi / 3)=-5 \), and let \( g(x)=f(x) \sin (x) \) and \( h(x)=\cos (x) / f(x) \).$

Suppose

f (? /3) = 3

and

f^{?} (? /3) = ? 5

, and let

g (x) = f (x) sin (x)

and

h (x) = cos (x) / f (x)

. Find the following. (a)

g^{?} (? /3)

(b)

h^{?} (? /3)

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given that f(?3)=3;f?(?3)=?5;g(x)=f(x)sin?xandh(x)=cos

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