Solve the following question of integration
Integrate (logx - 1)/(logx)^2
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Answered by
6
Given integral is
To evaluate this integral, we use method of Substitution.
So, Substitute
So, on substituting these values, we get
can be rewritten as
We know,
Here,
and
So, using above result, we get
Hence,
Proof of the result :-
Consider,
can be rewritten as
Now, on applying by parts in first integral, we have
Additional Information :-
Answered by
1
Step-by-step explanation:
Integrating first integral by parts, we get
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