I am not sure how to solve the following type of equation, would appreciate the help. Thanks.
$$e^{0.25x-2} = \frac{x+3}{3x+3} $$
After taking $\ln$ to both sides, I am not sure what to do with the RHS. I can only break them up into $\ln(x+3) - \ln(3x+3)$. Where would I go from there?
AFAIK this does not have closed-form solutions (even using the Lambert W function). Numerical methods or series are the way to go.