S x cos 2x dx

Intermediate Algebra
10th Edition
ISBN:9781285195728
Author:Jerome E. Kaufmann, Karen L. Schwitters
Publisher:Jerome E. Kaufmann, Karen L. Schwitters
Chapter8: Conic Sections
Section8.2: More Parabolas And Some Circles
Problem 63.1PS
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Can you help me solve problem 11? Thank you!
TH
mula with the given choice of u and dv.
1.
S x sin x dx; u = x, du = sin x dx
xe²x dx; u = x, du = e²x dx
2.
3. f(2x + 9)e* dx; u = 2x +9, dv = e* dx
s xeo
x cos 4x dx; u = x, dv = cos 4x dx
4.
5x³ In
5.
6.
ftan
In Exercises 7-34, evaluate using Integration by Parts.
7.
S
[x³ Inxdx; u = lnx, dv = x³ dx
u = tan-¹ x, du = dx
9.
tan-¹ x dx;
(4x
(4x - 3)e¯* dx
-1
ſ 1 x e³x +
[ x cos 2x dx
ce³x+2 dx
8.
10.
12.
(2x +
[x³²e²a
[x²
x sinc
Transcribed Image Text:TH mula with the given choice of u and dv. 1. S x sin x dx; u = x, du = sin x dx xe²x dx; u = x, du = e²x dx 2. 3. f(2x + 9)e* dx; u = 2x +9, dv = e* dx s xeo x cos 4x dx; u = x, dv = cos 4x dx 4. 5x³ In 5. 6. ftan In Exercises 7-34, evaluate using Integration by Parts. 7. S [x³ Inxdx; u = lnx, dv = x³ dx u = tan-¹ x, du = dx 9. tan-¹ x dx; (4x (4x - 3)e¯* dx -1 ſ 1 x e³x + [ x cos 2x dx ce³x+2 dx 8. 10. 12. (2x + [x³²e²a [x² x sinc
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