Some exact analytic expressions of Green’s functions are obtained for wave propagation in range‐dependent inhomogeneous media where the refractive index profile can be a function of radial or horizontal distance. These solutions are obtained by starting with a onefold integral representation for the solution that was derived from the path integral. The study is extended to the cases involving either a soft or hard boundary. These solutions are particularly useful for testing the validity of approximate or numerical solutions for wave propagation through range‐dependent media, and for construction of more general solutions for problems with boundaries, through the use of integral equation techniques.