A. ✔ D. V V [x² x ³1nxdx 25-x² x -dx sin³ sinxcos3xdx x³+ 10x²+3x+36 (x-1)(x²+4)² -dx cos(x cos(x²) dx, {hint: this is a nonelementary integral} ✓ This one is easy, but WTHI A. Integration By Parts B. Partial Fraction Decomposition C. Numerical Integration D. Trigonometric Integrals E. Integration By Darts :) Thats where you throw a dart at the answers. F. Hyperbolic Integration G. Trigonometric Substitution H. Use a formula from integral tables like, dx x√√ax-b S

Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
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Can someone help me solve this problem with all steps included than you.

Match EACH integral with the most appropriate technique for integrating.
A. ✔
G. ✓
D. V
x ³1nxdx
[s
25-x²
S
sin3xcos3xdx
X
x³ + 10x² + 3x +36
(x-1) (x²+4)²
S-
-dx
XV
[ cos(x²) dx, {hint: this is a nonelementary integral}
This one is easy, but WTH!
- dx
dx
2x - 4
A. Integration By Parts
B. Partial Fraction Decomposition
C. Numerical Integration
D. Trigonometric Integrals
E. Integration By Darts :) Thats where you throw a dart at the answers.
F. Hyperbolic Integration
G. Trigonometric Substitution
H.
Use a formula from integral tables like,
S
dx
x√√ax-b
Transcribed Image Text:Match EACH integral with the most appropriate technique for integrating. A. ✔ G. ✓ D. V x ³1nxdx [s 25-x² S sin3xcos3xdx X x³ + 10x² + 3x +36 (x-1) (x²+4)² S- -dx XV [ cos(x²) dx, {hint: this is a nonelementary integral} This one is easy, but WTH! - dx dx 2x - 4 A. Integration By Parts B. Partial Fraction Decomposition C. Numerical Integration D. Trigonometric Integrals E. Integration By Darts :) Thats where you throw a dart at the answers. F. Hyperbolic Integration G. Trigonometric Substitution H. Use a formula from integral tables like, S dx x√√ax-b
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