x² + 9 dx J x2 – 1)(x² + 4) | In \x + 1| + In |x – 1| +; tan-1 (-) + c -In |x + 1| - In |x – 1| -; tan () + C Option 1 Option 2 In |x + 1| + In |x – 1| -; tan + C -In |x + 1| + In |x – 1| - tan- () + C| Option 3 Option 4 option 5: none of these *IN

Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter3: Functions And Graphs
Section3.4: Definition Of Function
Problem 52E
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Question
x² +9
dx
J (x² – 1)(x² + 4)
In ]x + 1| + In |x – 1| +; tan-1
+ C
-In |x + 1| - In |x – 1|-; tan 1 () +
Option 1
Option 2
In lx + 1| + In \x - 1|- tan 1 (주)
-In |x + 1| + In |x 1| – tan- ) +
+ C
C
Option 3
Option 4
option 5: none of these
Transcribed Image Text:x² +9 dx J (x² – 1)(x² + 4) In ]x + 1| + In |x – 1| +; tan-1 + C -In |x + 1| - In |x – 1|-; tan 1 () + Option 1 Option 2 In lx + 1| + In \x - 1|- tan 1 (주) -In |x + 1| + In |x 1| – tan- ) + + C C Option 3 Option 4 option 5: none of these
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