Evaluate the integral. /x² – 36 Vx2 – 36 -dx + 6cos + C Vx² – 36 -dx = Vx² – 36 – 6cos- () + C x² – 36 ()- -dx = + 6sin + C Vx2 – 36 x² – 36 -dx = Vx – 36 – 6sin + C x² – 36 dx = x² – 36 cos +C

Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter6: The Trigonometric Functions
Section6.2: Trigonometric Functions Of Angles
Problem 14E
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Evaluate the integral.
36
dx =
x2 – 36
+ 6cos-!
+ C
36
dx = Vx – 36 – 6cos
() +c
Vx²
36
dx =
+ 6sin-!
- C
Vx – 36
Vx² – 36
dx = V? - 36 – 6sin-!
+ C
Vx2 – 36
dx%3D
Vx2 – 36
cos-
Transcribed Image Text:Evaluate the integral. 36 dx = x2 – 36 + 6cos-! + C 36 dx = Vx – 36 – 6cos () +c Vx² 36 dx = + 6sin-! - C Vx – 36 Vx² – 36 dx = V? - 36 – 6sin-! + C Vx2 – 36 dx%3D Vx2 – 36 cos-
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