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Question: Evaluate
∫
ln
1
5
x
d
x
.
A ) ln 15
x
-
x
+ C
B )
x
ln 15
x
+
x
+ C
C )
x
ln 15
x
+ C
D )
x
ln 15
x
-
x
+ C
Steps to derive
1
∫
ln
1
5
x
d
x
=
x
ln 15
x
-
∫
(
x
)
1
x
d
x
=
x
ln 15
x
-
∫
d
x
[Use integration by parts.]
2
=
x
ln 15
x
-
x
+ C
[Use
∫
d
x
=
x
+ C.]
Hence the right answer is Option D
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>
Grade 23 Calculus
>
Exponential and Logarithmic Functions -Natural Logarithmic Integration
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