(을) Using the miscellaneous substitution z=tan match the integral expression on the left to its appropriate transformation on dz z+3 the right. Prompts Submitted Answers 2 dz de dz J2- sin(e) S- (z+3)2 z2 - z+1 cos(e)de 1+ cos(e) z. 1+z? 1+z? 2 dz S: de Choose a match J2-3sin(e) 2-. +3z de Choose a match None of the given choices J 3sin(e) + 4cos(e) + 5 dz de dz 22- 32+1 sin(e) + 3cos(e) +3 Z+3 dz z2 - z+1 dz z-3z2

Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter1: Fundamental Concepts Of Algebra
Section1.2: Exponents And Radicals
Problem 31E
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Answer numbers 3 and 4 only

Using the miscellaneous substitution 2=tan
match the integral expression on the left to its appropriate transformation on
dz
z+3
the right.
Prompts
Submitted Answers
2 dz
de
dz
(z+ 3)?
2 - sin(e)
z2 - z+1
cos(e)de
1+ cos(0)
1- z2
-dz
1+ z2
1-z?
dz
1+ z2
de
2 dz
Choose a match
2 - 3sin(e)
2 - z2 + 3z
de
Choose a match
None of the given choices
3sin(e) + 4cos(0) + 5
dz
de
dz
37+1
sin(e) + 3cos(0) + 3
z+3
dz
z2 - z+1
dz
S-
Z- 3z2
Transcribed Image Text:Using the miscellaneous substitution 2=tan match the integral expression on the left to its appropriate transformation on dz z+3 the right. Prompts Submitted Answers 2 dz de dz (z+ 3)? 2 - sin(e) z2 - z+1 cos(e)de 1+ cos(0) 1- z2 -dz 1+ z2 1-z? dz 1+ z2 de 2 dz Choose a match 2 - 3sin(e) 2 - z2 + 3z de Choose a match None of the given choices 3sin(e) + 4cos(0) + 5 dz de dz 37+1 sin(e) + 3cos(0) + 3 z+3 dz z2 - z+1 dz S- Z- 3z2
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