  We study classical solutions in the Weyl-transverse (WTDiff) gravity. The
WTDiff gravity is invariant under both the local Weyl (conformal)
transformation and the volume preserving diffeormorphisms (transverse
diffeomorphisms) and is known to be equivalent to general relativity at least
at the classical level. In particular, we find that in a general space-time
dimension, the Schwarzschild metric is a classical solution in the WTDiff
gravity when it is expressed in the Cartesian coordinate system.
