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Tardigrade
Question
Mathematics
∫ (1/x log x log ( log x)) d x=
Q.
∫
x
l
o
g
x
l
o
g
(
l
o
g
x
)
1
d
x
=
1917
232
Integrals
Report Error
A
lo
g
lo
g
(
x
)
+
c
10%
B
lo
g
[
lo
g
(
lo
g
x
)]
+
c
67%
C
−
lo
g
lo
g
(
lo
g
x
)
+
c
8%
D
none of these
14%
Solution:
Correct answer is (b)
lo
g
[
lo
g
(
lo
g
x
)]
+
c