Using partial fraction decomposition, f dx is equal to: (x-2)(1-x) -4 In|2 – x| + 4In|x 1|+C -2 In|x – 2| + 2ln|1- x| +C O This option This option - In|2 – x| + In|1 - x| + C -2 In|x 21- 2 In|1- x| +C

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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Using partial fraction decomposition, S
dx is equal to:
(x-2)(1-x)
-4 In|2 – x| + 4 ln|x 1|+C
-2 In|x - 2|+ 2ln|1- x| +C
This option
This option
- In|2 – x| + In|1 – x| + C
-2 In|x – 2| – 2 In|1- x| + C
This option
This option
Transcribed Image Text:2 Using partial fraction decomposition, S dx is equal to: (x-2)(1-x) -4 In|2 – x| + 4 ln|x 1|+C -2 In|x - 2|+ 2ln|1- x| +C This option This option - In|2 – x| + In|1 – x| + C -2 In|x – 2| – 2 In|1- x| + C This option This option
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