Let \(f(x) \) be a real valued bijective function satisfying \(f'(x) = \sin^2 (\sin (x+1)) \) and \(f(0) = 3 \). Find the value of \(\left( f^{-1}\right)' (3) \).

**Clarifications**:

\(f'(x) \) denotes the first derivative of \(f(x) \) with respect to \(x\).

\( f^{-1} (x) \) denotes the inverse function of \(f(x) \).

×

Problem Loading...

Note Loading...

Set Loading...