I. Find I = ždz where C is the line segment from 3 +i to 3 - 2i.

Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter3: Functions And Graphs
Section3.2: Graphs Of Equations
Problem 70E
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Find I =
ždz where C is the line segment from 3 + i to 3 – 2i.
I.
Find I = | 2 Im(z) dz
II.
where C is the semi-circle that is the left half of the unit circle from +i to -i.
III.
Find I=| (exp[(1 - 2i)z])dz where C is the line segment from 1 – i to -1- i.
Transcribed Image Text:Find I = ždz where C is the line segment from 3 + i to 3 – 2i. I. Find I = | 2 Im(z) dz II. where C is the semi-circle that is the left half of the unit circle from +i to -i. III. Find I=| (exp[(1 - 2i)z])dz where C is the line segment from 1 – i to -1- i.
Question 1) In problem I, find the absolute value of the integral from the following:
a. 8.7732
b. 9.1241
9.4891
d. 9.8686
с.
е.
10.263
f.
10.674
g. 11.101
h. 11.545
Question 2) In problem II, find the absolute value of the integral from the following:
2.5822
b. 2.6854
a.
c. 2.7929
d. 2.9046
3.0208
f.
е.
3.1416
g. 3.2673
h. 3.3979
Question 3) In problem III, find the absolute value of the integral from the following:
a. 0.1599
b. 0.1663
с. 0.1730
d. 0.1799
e. 0.1871
f. 0.1946
g. 0.2024
h. 0.2105
Transcribed Image Text:Question 1) In problem I, find the absolute value of the integral from the following: a. 8.7732 b. 9.1241 9.4891 d. 9.8686 с. е. 10.263 f. 10.674 g. 11.101 h. 11.545 Question 2) In problem II, find the absolute value of the integral from the following: 2.5822 b. 2.6854 a. c. 2.7929 d. 2.9046 3.0208 f. е. 3.1416 g. 3.2673 h. 3.3979 Question 3) In problem III, find the absolute value of the integral from the following: a. 0.1599 b. 0.1663 с. 0.1730 d. 0.1799 e. 0.1871 f. 0.1946 g. 0.2024 h. 0.2105
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