Given the definite integral, its limits are to be substituted to x³ dx x + 1 x² x² 2 x3 3 Option 1 + x + ln|x + 1| w/ tw x3 + IN 2 O Option 2 − x + ln|x + 1|

Algebra for College Students
10th Edition
ISBN:9781285195780
Author:Jerome E. Kaufmann, Karen L. Schwitters
Publisher:Jerome E. Kaufmann, Karen L. Schwitters
Chapter9: Polynomial And Rational Functions
Section9.2: Remainder And Factor Theorems
Problem 53PS
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Given the definite integral, its limits are to be substituted to
1 x3
dx
x + 1
x²
0
w/tw
x3
NIX
2
Option 1
+ x + In|x + 1|
w/tw
x3
+
NIX
2
Option 2
- x + In|x + 1|
Transcribed Image Text:Given the definite integral, its limits are to be substituted to 1 x3 dx x + 1 x² 0 w/tw x3 NIX 2 Option 1 + x + In|x + 1| w/tw x3 + NIX 2 Option 2 - x + In|x + 1|
w/tw
x2
+
2
+ x - In|x + 1|
Option 3
none of the above
x3
--
3 2
Option 4
NIX
+x - In|x + 1|
Transcribed Image Text:w/tw x2 + 2 + x - In|x + 1| Option 3 none of the above x3 -- 3 2 Option 4 NIX +x - In|x + 1|
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