The cos'ydy is equal to 3 1 A. siny + sin³y + sin³y -; sin'y + C 5 3 B. siny – sin³y +sinsy -sin?y + C 7 1 1 3 C.siny – sin³y + siny - sin'y + C 3 1 D. siny – sin³y – sin³y -sin'y + C E.None of the above O A O B

Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter7: Analytic Trigonometry
Section7.2: Trigonometric Equations
Problem 75E
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The
cos'ydy is equal to
3
1
A. siny + sin³y + sin³y -; sin'y + C
5
3
B.siny – sin³y + siny -sin'y + C
7
1
1
3
C.siny – sin³y + siny - sin'y + C
1
D. siny – sin³y – sin³y -sin'y + C
E.None of the above
В
O E
1 - cos2A
The | (1+
dA is equal to
1+ cos2A
A. tan 2A +C
B. cos 2A +C
C. cos A + C
D. tan A + C
E.None of the above
Transcribed Image Text:The cos'ydy is equal to 3 1 A. siny + sin³y + sin³y -; sin'y + C 5 3 B.siny – sin³y + siny -sin'y + C 7 1 1 3 C.siny – sin³y + siny - sin'y + C 1 D. siny – sin³y – sin³y -sin'y + C E.None of the above В O E 1 - cos2A The | (1+ dA is equal to 1+ cos2A A. tan 2A +C B. cos 2A +C C. cos A + C D. tan A + C E.None of the above
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