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Let f(z)=z^3-i and g(z)=(z+i)^2+1. Which of the following expressions is/are true?
None of the other responses.
\dfrac{d}{dz}\left(g\left(f(z)\right)\right)=6z^6
For each z\in \mathbb{C}, f'(z)\ne g'(z).
g\left(f(2i) \right)=63
\dfrac{d}{dz}\left(f(z)g(z)\right)=3z^2\left((z-i)^2 + 1\right) - 2(z^3 - i)(z + i)
f'(2i)+g'(3)=-6+4i
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