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(See Steps) Evaluate the integral ∫_C^f(z)dz where C is the parametrized unit circle and f(z)=z^2 . f(z)=(z̄)^2 .

Question: Evaluate the integral

\[\int\limits_{C}^{{}}{f(z)dz}\]

where C is the parametrized unit circle and

  1. \(f(z)={{z}^{2}}\) .
  2. \(f(z)={{\left( {\bar{z}} \right)}^{2}}\) .
  3. \(f(z)=\frac{z+1}{{{z}^{2}}}\)

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