समाकल \(\oint_c \frac{(\log z)^3}{z^2+1} d z\)\((|z|>0,0<\arg z<2 \pi)\) का मान, जहाँ C : {z : |z - i| < 1}  है, है

1
\(\frac{\pi^3}{16}\)
2
\(\frac{-\pi^2}{16}\)
3
\(\frac{\pi^4}{8} i\)
4
\(-\frac{\pi^4}{8} i\)

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