Is it 2e^(5lnx)?
problem is integrate (5^x + 2e^5lnx) dx
I can only think to take the natural log of both sides :
xln5 + (5lnx)(ln2e)
so then I try to integrate by parts for xln5 and get :
xln5 = (ln5(x^2))/2 - (ln5(x^2))/2 + xln5 OR 0=0.
So integration by parts for xln5 wont work
So next thing and last thing I can think of is to combine ln5^x +ln2e^5lnx =
integral of ln[(5^x)(2e^5lnx)]
But how do I do this? no clue.