  In this paper, we study the thermodynamic properties of Kiselev black hole
and its holographic dual. We obtain the thermodynamic product formula for the
Kiselev black hole. We consider Kiselev Black hole surrounded by both dust and
radiation. We find that the area (or entropy) product formula for both cases is
mass-independent as well as the case in the Einstein gravity, which interpreted
as universal quantity. Moreover, we calculate the black hole entropy bound for
both the inner and outer horizons. Furthermore, we show that the central
charges of the left and right moving sectors are not the same via universal
thermodynamic relations. Such universal relations lead us to calculate the
central charge of conformal field theory (CFT). Finally, we see that the left
and right of central charge of CFT are same.
