Question 005: Complete the following question involving Substitution Method. Given the integral dx (6х-7)2 Use the technique that we went over in class to find "u", "u' ", and "dx". u - 6x - 7 I'- 6

Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter7: Analytic Trigonometry
Section7.2: Trigonometric Equations
Problem 5E
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Question 005: Complete the following question involving Substitution Method.
Given the integral
9
dx
(бх- 7)2
Use the technique that we went over in class to find "u", "u' ", and "dx".
u = 6x - 7
u' = 6
dx =
du
u = x2
u' = 2x
dx =
du
2x
u= (6x - 7)2
u' = 72x - 84
1
dx =
du
72x - 84
u = 54x
u' = 54
1
dx =
du
54
1/6
Transcribed Image Text:Question 005: Complete the following question involving Substitution Method. Given the integral 9 dx (бх- 7)2 Use the technique that we went over in class to find "u", "u' ", and "dx". u = 6x - 7 u' = 6 dx = du u = x2 u' = 2x dx = du 2x u= (6x - 7)2 u' = 72x - 84 1 dx = du 72x - 84 u = 54x u' = 54 1 dx = du 54 1/6
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