Mathematics Relations and Functions Inverse of a Function

If \(g(x)\) is the inverse function of \(f(x)\) and \(f'(x) = \dfrac {1}{1 + x^{4}}\), then \(g'(x)\) is

1
\(1 + [g(x)]^{4}\)
2
\(1 - [g(x)]^{4}\)
3
\(1 + [f(x)]^{4}\)
4
\(\dfrac {1}{1 + [g(x)]^{4}}\)

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