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8. 9. A) 1−sinx Ĵ (COSX + 1 COS X+X 2(cosx+x)2 E) ·x)³ dx = ? 1+tan²a (2 + tana)² -+C B) +C D) (cosx+x)4 -da = ? 1 (2 cos x + 2x)² -1 2(cosx+x)4 + C + C + C

8. 9. A) 1−sinx Ĵ (COSX + 1 COS X+X 2(cosx+x)2 E) ·x)³ dx = ? 1+tan²a (2 + tana)² -+C B) +C D) (cosx+x)4 -da = ? 1 (2 cos x + 2x)² -1 2(cosx+x)4 + C + C + C

Algebra & Trigonometry with Analytic Geometry
Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter7: Analytic Trigonometry
Section7.4: Multiple-angle Formulas
Problem 54E
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8. 9. A) C) S 1−sinx A) C) dx = ? (COSX + 1 COSX-X 2(cosx+x)2 E) -X)³ + C 1+tan²q (2 + tana)² 1 2 + tana 1. (2+tana)³ E) +C -4 (cosx+x)4 -da = ? +C. B) +0 D) 1 (2 cos x + 2x)² -1 2(cosx+x)4 + C B) 3 (2+tana)³ D) +C + C + C +C 2+tan a 1 (2+tana)³ + C 11.
Transcribed Image Text:8. 9. A) C) S 1−sinx A) C) dx = ? (COSX + 1 COSX-X 2(cosx+x)2 E) -X)³ + C 1+tan²q (2 + tana)² 1 2 + tana 1. (2+tana)³ E) +C -4 (cosx+x)4 -da = ? +C. B) +0 D) 1 (2 cos x + 2x)² -1 2(cosx+x)4 + C B) 3 (2+tana)³ D) +C + C + C +C 2+tan a 1 (2+tana)³ + C 11.
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