Let f (2) = ?. Let C1 be the circle |2| : counter-clockwise direction, C2 the circle z – 8 = 7 in the counter-clockwise direction, and finally C3 the square with vertices (4, 4) , (–4, 4) , (–4, –4) and (4, –4) in the counter-clockwise direction. Part (a) 7 in the 1 What is 2ni L$(2) dz? Part (b) 1 What is |f(2) dz? 2Ti Jc2 Part (c) 1 | f(2) dz? 2πί What is

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A: The solution are next step

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A: Distance between O and A = Distance between O and B = radius.

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A: Solved below

Q: Let f (2) = . Let C, be the circle |2| = 7 in the counter-clockwise direction, C, the circle |z – 8|…

A: Complex integration

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Q: 1 f(z)dz? 2ti. What is

A: This is a problem of complex analysis.