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Mathematics
Problem
The value of
x
>
1
x > 1
x
>
1
satisfying the equation
∫
1
x
t
ln
t
d
t
=
1
4
\int_{1}^{x} t \ln t \, dt = \frac{1}{4}
∫
1
x
t
ln
t
d
t
=
4
1
is a.
e
\sqrt{e}
e
b.
e
e
e
c.
e
2
e^2
e
2
d.
e
−
1
e-1
e
−
1
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