Question

integrate[sqrtx/(x-4)

Answer 1

\[\Large \int \frac{\sqrt x}{x-4}dx\]

Answer 2

use substitistion man

Answer 3

He has already left...

Answer 4

i knw i just doing when he comes may take his answer

Answer 5

u will have (X^1/2)^2-2^2 and this is how u r goona substitue x^1/2=t
and then
t/t^2-2^2
nw using substitution u can solve it

Answer 6

also u hv to change dx to dt remember it ok

Answer 7

use x=t^2
dx =2tdt
the given question becomes
2t^2/(t^2-4)=2*(t^2-4 +4)/(t^2-4)=2* (1 + 4/(t^2-4))
which can be integrated easily