If `f(x)=e^(g(x^(2)))`, where `g` is a differentiable function, then `f^(')(x)` is equal to
- `2xe^(g(x^(2)))`
- `2xg(x^(2))e^(g(x^(2)))`
- `2xg^(')(x^(2))e^(g(x^(2))`
- `2xg^(')(2x)e^(g(x^(2)))`
- `2xg^(')(x^(2))e^(g(2x))`
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