Given the following integral SVsx2 - 20 dx Determine the Trigonometric Substitution formulas that need to be used for this integral. A 2 2sec(e) dx 2sec(e)tan(e) de x2.?? 4tan2(e) A. 4 4sec(0) dx 4sec(e)tan(e) de x2. ?? 4tan2(e) A 20 20sec(e) dx 20sec(e)tan(e) de x2- ?? 400tan2(e) V20 V20 sec(e) dx V20 sec(e)tan(e) de x2.?? 20tan (e)

Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter7: Analytic Trigonometry
Section7.4: Multiple-angle Formulas
Problem 70E
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Question 005: Complete the following question involving Trigonometric Substitution
Given the following integral
SVsx2 - 20 dx
Determine the Trigonometric Substitution formulas that need to be used for this integral.
A
2
2sec(0)
dx
2sec(e)tan(e) de
2-??
4tan-(e)
A
4sec(e)
dx
4sec(0)tan(e) de
2-??
4tan?(e)
A
20
20sec(e)
dx
20sec(e)tan(e) de
x2-??
400tan (e)
A
V20
V20 sec(e)
dx
V20 sec(e)tan(e) de
2- ??
20tan?(e)
Transcribed Image Text:Question 005: Complete the following question involving Trigonometric Substitution Given the following integral SVsx2 - 20 dx Determine the Trigonometric Substitution formulas that need to be used for this integral. A 2 2sec(0) dx 2sec(e)tan(e) de 2-?? 4tan-(e) A 4sec(e) dx 4sec(0)tan(e) de 2-?? 4tan?(e) A 20 20sec(e) dx 20sec(e)tan(e) de x2-?? 400tan (e) A V20 V20 sec(e) dx V20 sec(e)tan(e) de 2- ?? 20tan?(e)
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