Question

Suppose \(h\) is a function which has a derivative at \(x\) and \(f\) is the function so that \(f (x) = 1 / h (x)\) for all numbers \(x\) is the domain of \(h\) so \(h (x) \neq 0\).

(a) Find a function \(g\) so that \(f (x) = g (h (x))\) for all numbers \(x\)in the domain of \(f\):

\(g (y) =\)?