Need clearly written understandable explanation so I may understand how do attached complex analysis question. Thankyou!! 2. Evaluate the integrals g. f (z) dz over a contour C, where C is the boundary of a square with diagonalopposite corners at z = -(1+ i)R and z = (1 + i)R, where R > a > 0, and where f (z) is given bythe following (use Eq. (1.2.19) as necessary).22(c)2z+asin z(d)z2

Answered: Image /qna-images/answer/ba8f0a39-99fc-4fb3-96d4-71e88a203cd3.jpg

2. Evaluate the integrals 6. f (z) dz over a contour C, where C is the boundary of a square with diagonal opposite corners at z = -(1 + i)R and z = (1+ i)R, where R > a > 0, and where f (z) is given by the following (use Eq. (1.2.19) as necessary). z2 2z+a sin z (d) z2

2. Evaluate the integrals 6. f (z) dz over a contour C, where C is the boundary of a square with diagonal opposite corners at z = -(1 + i)R and z = (1+ i)R, where R > a > 0, and where f (z) is given by the following (use Eq. (1.2.19) as necessary). z2 2z+a sin z (d) z2

Advanced Engineering Mathematics

10th Edition

ISBN:9780470458365

Author:Erwin Kreyszig

Publisher:Erwin Kreyszig

Chapter2: Second-order Linear Odes

Section: Chapter Questions

Problem 1RQ

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