Evaluate x2— 2x = In 4x–ܐ0x 3 5 3x4+ 63 - 3x2 -— 6x 2 O,2-4x 2 0 x²-2x 2 + ܀ -dx using method of partial fractions. (x-1) 1/6(x+2) 16/3- ]+c [c [(x-1) 1/6 (x + 2) 16/3- (x+1) 1/2 16/3 (x=1)(x+z)""]+c (x-1) 1/6(x+2) 16/3 (x+1)172 [c 172 ( ܙ +x)

Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter9: Systems Of Equations And Inequalities
Section9.10: Partial Fractions
Problem 12E
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€S=
x²-2x-In
3x5
3x4+6x33x2 - 6x
Evaluate
-dx using method of partial fractions.
(x− 1) 1/6(x+2) 16/3
(x+1) 1/2
+ C
+ In
[ (x− 1) 1/6(x+2) 16/3
(x+1) 1/2
20¹² ] + C
| ] + C
(x-1) 1/6(x+2) 16/3-
+ In
x + 1
[(x − 1) 1/6 (x + 2) 16/3-
(x+1) 1/2
2) 10¹² ] + C
с
O x²-4x
2
O x² - 4x
2
O r2-2r
2
+ In
Transcribed Image Text:€S= x²-2x-In 3x5 3x4+6x33x2 - 6x Evaluate -dx using method of partial fractions. (x− 1) 1/6(x+2) 16/3 (x+1) 1/2 + C + In [ (x− 1) 1/6(x+2) 16/3 (x+1) 1/2 20¹² ] + C | ] + C (x-1) 1/6(x+2) 16/3- + In x + 1 [(x − 1) 1/6 (x + 2) 16/3- (x+1) 1/2 2) 10¹² ] + C с O x²-4x 2 O x² - 4x 2 O r2-2r 2 + In
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