te sin(Inx) sin (Inx) dx. Integration by parts will be used repeatedly. What is the expression after the second integration xsin (Inx) – xcos(lnx) - [sin (In x) dx + C A. xsin (Inx) + xcos (lnx) - [sin (In x) dx + C B. 2xsin (Inx)-sin(Inx) dx + C C. xsin (Inx) - xcos (lnx) + sin(In x) dx + C D. 12. Evaluate
te sin(Inx) sin (Inx) dx. Integration by parts will be used repeatedly. What is the expression after the second integration xsin (Inx) – xcos(lnx) - [sin (In x) dx + C A. xsin (Inx) + xcos (lnx) - [sin (In x) dx + C B. 2xsin (Inx)-sin(Inx) dx + C C. xsin (Inx) - xcos (lnx) + sin(In x) dx + C D. 12. Evaluate
Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter7: Analytic Trigonometry
Section7.6: The Inverse Trigonometric Functions
Problem 91E
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![12. Evaluate
te sin(Inx)
sin (Inx) dx. Integration by parts will be used repeatedly. What is the expression after the second integration by parts?
A.
xsin (Inx) – xcos(lnx) - [sin (In x) dx + C
xsin (Inx) + xcos (lnx) - [sin (In x) dx + C
B.
2xsin (Inx) -sin (Inx) dx + C
C.
xsin (Inx) - xcos (Inx)+sin(In x) dx+ C
D.](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F1e9ceb3a-9b06-4653-bb13-82c99d9e8d2c%2F66b437f9-1664-405f-94a4-e35c357bd038%2Fsoe2pjl_processed.png&w=3840&q=75)
Transcribed Image Text:12. Evaluate
te sin(Inx)
sin (Inx) dx. Integration by parts will be used repeatedly. What is the expression after the second integration by parts?
A.
xsin (Inx) – xcos(lnx) - [sin (In x) dx + C
xsin (Inx) + xcos (lnx) - [sin (In x) dx + C
B.
2xsin (Inx) -sin (Inx) dx + C
C.
xsin (Inx) - xcos (Inx)+sin(In x) dx+ C
D.
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