B S₁ Evaluate: A In 10 (В) ® -log² (x+1)+C 2 In 10 In[log(x+1)] + C -In 10 log2 (x+1)+C 2 D dx (x+1) log(x+1) -In[log(x+1)] +C

Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter5: Inverse, Exponential, And Logarithmic Functions
Section5.5: Properties Of Logarithms
Problem 3E
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Question
·S
dx
(x+1) log(x+1)
In[log(x+1)]+C
Evaluate:
A
In 10
Ⓡ=-=-log² (x+1)+C
B
2
C
In10 In[log(x+1)] + C
1
(D)
-In 10 log² (x + 1) + C
2
Transcribed Image Text:·S dx (x+1) log(x+1) In[log(x+1)]+C Evaluate: A In 10 Ⓡ=-=-log² (x+1)+C B 2 C In10 In[log(x+1)] + C 1 (D) -In 10 log² (x + 1) + C 2
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