Problem is 3^(x^2+x)=x^1/2
Hi! I'm having a lot of trouble with this problem. The fact that the first x is squared is making it hard for me to isolate the variable. I've been trying to figure this one out for nearly an hour.
So far...
(x^2+x)ln3=1/2lnx
(ln3)x^2+xln3=1/2lnx
All right. Normally I'd want to place terms involving x to one side. But how do I go about doing this now when everything has x and there is that pesky x^2?
Hi! I'm having a lot of trouble with this problem. The fact that the first x is squared is making it hard for me to isolate the variable. I've been trying to figure this one out for nearly an hour.
So far...
(x^2+x)ln3=1/2lnx
(ln3)x^2+xln3=1/2lnx
All right. Normally I'd want to place terms involving x to one side. But how do I go about doing this now when everything has x and there is that pesky x^2?