IV. Find I (z - 22)dz where C is z(t) = -t + it? + 2i, t:2 - 1 =

Trigonometry (MindTap Course List)
10th Edition
ISBN:9781337278461
Author:Ron Larson
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ChapterP: Prerequisites
SectionP.5: Functions
Problem 5ECP: Find all real values of x for which fx = 0, where fx=x216.
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Question 4) In problem IV. find the absolute value of the integral from the following: a. 35.191 b. 36.598 C. 38.062 d. 39.585 e. 41.168 f. 42.815 g. 44.528 h. 46.309 Question 5) In problem V. find the absolute value of the integral from the following: a. 20.038 b. 20.839 c. 21.673 d. 22.540 e. 23.442 f. 24.379 g. 25.354 h. 26.3691 Question 6) In problem VI, find the absolute value of the integral from the following: a. 0.4358 b. 0.4533 c. 0.4714 d. 0.4903 e. 0.5099 f. 0.5303 g. 0.5515 h. 0.5735 I need solutions with correct options
IV.
Find I =
(z- 2z)dz where C is z(t) = -t + it? + 2i, t:2 -1
Evaluate I =
V.
|z|?dz , where C is x(t) = t?, y(t) = , t:2 - 1
y = 1-2
z?dz on the contour shown here >>
VI.
Evaluate I =
Transcribed Image Text:IV. Find I = (z- 2z)dz where C is z(t) = -t + it? + 2i, t:2 -1 Evaluate I = V. |z|?dz , where C is x(t) = t?, y(t) = , t:2 - 1 y = 1-2 z?dz on the contour shown here >> VI. Evaluate I =
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