Given the following integral 7x dx x2 + 81 Determine the Trigonometric Substitution formulas that need to be used for this integral. 9tan(e) dx 9sec (e) de x2 - 81 81sec?(e) A 81 81sec(e) dx 81sec(e)can(e) de x2+ 81 18tan?(e) 9sec(e) dx 9sec(e)can(e) de x2- 81 81tan (0) 9sin(e) dx 9cos(e) de x2- 81 81cos?(e)
Given the following integral 7x dx x2 + 81 Determine the Trigonometric Substitution formulas that need to be used for this integral. 9tan(e) dx 9sec (e) de x2 - 81 81sec?(e) A 81 81sec(e) dx 81sec(e)can(e) de x2+ 81 18tan?(e) 9sec(e) dx 9sec(e)can(e) de x2- 81 81tan (0) 9sin(e) dx 9cos(e) de x2- 81 81cos?(e)
Calculus: Early Transcendentals
8th Edition
ISBN:9781285741550
Author:James Stewart
Publisher:James Stewart
Chapter1: Functions And Models
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Problem 1RCC: (a) What is a function? What are its domain and range? (b) What is the graph of a function? (c) How...
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![Question 005: Complete the following question involving Trigonometric Substitution
Given the following integral
7x
dx
x2 + 81
Determine the Trigonometric Substitution formulas that need to be used for this integral.
A
9tan(e)
dx
Ssec?(e) de
x2 - 81
81sec?(e)
A
81
81sec(e)
dx
81sec(e)tan(e) de
x2 -31
18tan?(e)
A
9sec(e)
dx
9sec(e)tan(e) de
x2 - 81
81tan (e)
A
9sin(e)
dx
Scos(e) de
2+ 81
81cos (e)](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2Fc26a371b-0509-4fa0-8576-61c966529775%2F545921c1-d6b1-4522-9278-b4a92982097e%2F518leqd_processed.jpeg&w=3840&q=75)
Transcribed Image Text:Question 005: Complete the following question involving Trigonometric Substitution
Given the following integral
7x
dx
x2 + 81
Determine the Trigonometric Substitution formulas that need to be used for this integral.
A
9tan(e)
dx
Ssec?(e) de
x2 - 81
81sec?(e)
A
81
81sec(e)
dx
81sec(e)tan(e) de
x2 -31
18tan?(e)
A
9sec(e)
dx
9sec(e)tan(e) de
x2 - 81
81tan (e)
A
9sin(e)
dx
Scos(e) de
2+ 81
81cos (e)
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