How do you find the integral of #int (lnx / sqrt(x)) dx# from 0 to 1?
2 Answers
I found:
Explanation:
Let us try by changing
let us use our extrema:
Only problematic part is
Using the rule of L'Hospital:
So, the above results holds.
i got -4 by changing variabe method
Explanation:
let the
then
limits:
if x= 0 then t= 0
if x= 1 then t=1
applying integration
=
=4
applying by parts
4
=4[
=4[0-1]
=-4