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II. Find I =| 2 Im(z) dz where C is the semi-circle that is the left half of the unit circle from +i to -i. Find 1= | (exp[(1 – 2i)z])dz where C is the line segment from 1- i to -1 - i. III.

II. Find I =| 2 Im(z) dz where C is the semi-circle that is the left half of the unit circle from +i to -i. Find 1= | (exp[(1 – 2i)z])dz where C is the line segment from 1- i to -1 - i. III.

Advanced Engineering Mathematics
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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II. Find 1 = 2 Im(z) dz where C is the semi-circle that is the left half of the unit circle from +i to -i. III. Find I =| (exp[(1 - 21)z])dz where C is the line segment from 1 - i to -1 - i.
Transcribed Image Text:II. Find 1 = 2 Im(z) dz where C is the semi-circle that is the left half of the unit circle from +i to -i. III. Find I =| (exp[(1 - 21)z])dz where C is the line segment from 1 - i to -1 - i.
Question 3) In problem III, find the absolute value of the integral from the following: a. 0.1599 b. 0.1663 c. 0.1730 d. 0.1799 e. 0.1871 f. 0.1946 g. 0.2024 h. 0.2105
Transcribed Image Text:Question 3) In problem III, find the absolute value of the integral from the following: a. 0.1599 b. 0.1663 c. 0.1730 d. 0.1799 e. 0.1871 f. 0.1946 g. 0.2024 h. 0.2105
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