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Q1-state and prove Cauchy's integral theorem f(z)dz = 0. Q2-Show that 1+x 2 = { Q2- State and Prove Roche's Theorem. Q3- Evaluate by

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Q1-state and prove Cauchy's integral theorem f(z)dz = 0. Q2-Show that 1+x 2 = { Q2- State and Prove Roche's Theorem. Q3- Evaluate by contour integration o log (1+x) dx 1+x Q5-The necessary condition for f(z) to be analytic.

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