16 sin?x 5. The integral S dx is equal to (useful identity double angle identity for sin) cot2 x+1 1 А. бх — 4 sin 2 x +-sin 4x+ C C. 2x +sin 4 x + C 2 В. Зх + 8 sin 2х — sin4x +С D. 2x sin 4 x + C 2 6. Integral: S sin 5 x cos 3 x dx. A. 1 -(cos 2 x +cos 8x) + C C. -(cos 2 x + cos 8x) + C А. С. 4 B. (cos 2 x ++cos 8 x) + C D. (cos 2 x + cos 8 x) + C cOS
16 sin?x 5. The integral S dx is equal to (useful identity double angle identity for sin) cot2 x+1 1 А. бх — 4 sin 2 x +-sin 4x+ C C. 2x +sin 4 x + C 2 В. Зх + 8 sin 2х — sin4x +С D. 2x sin 4 x + C 2 6. Integral: S sin 5 x cos 3 x dx. A. 1 -(cos 2 x +cos 8x) + C C. -(cos 2 x + cos 8x) + C А. С. 4 B. (cos 2 x ++cos 8 x) + C D. (cos 2 x + cos 8 x) + C cOS
Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter6: The Trigonometric Functions
Section6.4: Values Of The Trigonometric Functions
Problem 37E
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