3x5 Evaluate 3x4+6x³-3x2-6x O x²-4x (x-1) 1/6(x+2) 16/3 +In 2 X+1 Ox²-2r (x-1) 1/6(x+2) 16/3- +In 2 (x+1) 1/2 x²=2x-10[- (x-1) 1/6(x+2) 16/3- (x+1) 1/2 +C + In *(x-1) 216²] + C (x-1) 1/6(x+2) 16/3 (x+1) 1/2 •·S= O x²-4x 2 -dx using method of partial fractions. ²]+C +C

Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
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·S.
3x5
3x4+6x3-3x2-6x
+ In
-dx using method of partial fractions.
/]+C
=-=-]+C
2] + c
2) 16² ] + C
Evaluate
O x²-4x
(x-1) 1/6(x+2) 16/3-
2
x+1
O x²-2r
+ In
√(x-1) 1/6(x+2) 16
(x+1) 1/2
2
x²–2x −10[(x − 1
- 1
(x-1) 1/6(x+2) 16/3
(x+1) 1/2
O x² - 4x
+ In
(x-1) 1/6(x+2) 16/3
(x+1)¹/2
2
Transcribed Image Text:·S. 3x5 3x4+6x3-3x2-6x + In -dx using method of partial fractions. /]+C =-=-]+C 2] + c 2) 16² ] + C Evaluate O x²-4x (x-1) 1/6(x+2) 16/3- 2 x+1 O x²-2r + In √(x-1) 1/6(x+2) 16 (x+1) 1/2 2 x²–2x −10[(x − 1 - 1 (x-1) 1/6(x+2) 16/3 (x+1) 1/2 O x² - 4x + In (x-1) 1/6(x+2) 16/3 (x+1)¹/2 2
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