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( int frac left( log _ 10 x right)^ 2 x d x = ? )
1.
∫
(
log
10
x
)
2
x
d
x
=
?
\int \frac{\left(\log _{10} x\right)^{2}}{x} d x = ?
∫
x
(
l
o
g
10
x
)
2
d
x
=
?
ক
ln
10
4
(
log
10
x
)
3
\frac{\ln 10}{4}\left(\log _{10} x\right)^{3}
4
l
n
10
(
lo
g
10
x
)
3
খ
ln
x
3
(
log
10
x
)
3
\frac{\ln x}{3}\left(\log _{10} x\right)^{3}
3
l
n
x
(
lo
g
10
x
)
3
গ
ln
10
3
(
log
10
x
)
3
\frac{\ln 10}{3}\left(\log _{10} x\right)^{3}
3
l
n
10
(
lo
g
10
x
)
3
ঘ
−
ln
10
3
(
log
10
x
)
3
-\frac{\ln 10}{3}\left(\log _{10} x\right)^{3}
−
3
l
n
10
(
lo
g
10
x
)
3
মক টেস্ট দিন: প্রতিস্থাপন পদ্ধতি (Method of Substitution)
( int frac left( log _ 10 x right)^ 2 x d x = ? ) | Suva Ai
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