  We explicitly obtain energy-momentum tensor at the asymptotic 3-dimensional
region of Schwarzschild AdS$_4$ and Taub-NUT-(A)dS$_4$ using the so-called
`counter-term subtraction method' in Fefferman-Graham coordinate. The energy
momentum tensor is presented in a closed form for the AdS$_4$ and for the
special case of Taub-NUT-dS and in an asymptotic series for other cases. The
result suggests that in light of AdS/CFT correspondence, the 3-dimensional
trace anomaly can be expressed in terms of the 3-dimensional volume and Ricci
scalar.
