So I've been investigating the movement of an object and managed to derive an equation of the following form which I have to integrate. However, I'm really not sure if this integral is even possible since it has so many different aspects to it: $$\int\sqrt{\sqrt{\left(\frac{1}{x+a}-\frac{1}{b}\right)}-\ln(x+a)-\frac{x}{b}+c} \, dx$$ I honestly am stuck and have no idea where to start, if it is even possible at all.
If that can't be done, I was wondering if this integration is possible, or is there a way in which I can solve it: $$\int\sqrt{\ln(x+a)-\frac{x}{b}+c} \, dx$$