2x2 + x – 1 Using the method of partial fractions, evaluate| (x² – 1)(x² – x + 1) X-1 V3 arctan 3 2х-1 + C In x² – x + 1 V3 X+1 V3 arctan 3 2х-1 В + C In x² – x +1 V3 X +1 © In Vx² – x + 1 2x -1 + C V3 +V3 arctan X-1 2х-1 +V3 arctan V3 D In - x +1

College Algebra
7th Edition
ISBN:9781305115545
Author:James Stewart, Lothar Redlin, Saleem Watson
Publisher:James Stewart, Lothar Redlin, Saleem Watson
Chapter5: Systems Of Equations And Inequalities
Section: Chapter Questions
Problem 15T
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Question
2x2 + x – 1
Using the method of partial fractions, evaluate|
(x² – 1)(x² – x + 1)
X-1
V3
arctan
3
2х-1
+ C
In
x² – x + 1
V3
X+1
V3
arctan
3
2х-1
В
+ C
In
x² – x +1
V3
X +1
© In
Vx² – x + 1
2x -1
+ C
V3
+V3 arctan
X-1
2х-1
+V3 arctan
V3
D
- x +1
Transcribed Image Text:2x2 + x – 1 Using the method of partial fractions, evaluate| (x² – 1)(x² – x + 1) X-1 V3 arctan 3 2х-1 + C In x² – x + 1 V3 X+1 V3 arctan 3 2х-1 В + C In x² – x +1 V3 X +1 © In Vx² – x + 1 2x -1 + C V3 +V3 arctan X-1 2х-1 +V3 arctan V3 D - x +1
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