1 / sqrt(2x)
I tried splitting things up but I'm just running myself in circles at this point. Two methods I tried are:
pulling 1/sqrt(2) out so I get
1/sqrt(2) * 1/sqrt(x) <---But I can't integrate that
I also tried to rationalize by multiplying top and bottom by sqrt(2x) but I just end up with something I still can't integrate.
A really convoluted thing I did was change the sqrt(2x) to 2x^1/2
Separate 1/2 out of that so I get 1/2 * x^-1/2 and integrate from there. No luck, as I just end up with 2sqrt(x) / 2, which is not the right answer. Can anyone shed some light on this?
p.s. - sorry, I'm not quite sure how to use pretty print, u-sub is in the next section so i'm trying to do it the hard way first.