A parallel plate capacitor C with plates of unit area and separation d is filled with a liquid of dielectric constant `K=2`. The level of liquid is `d//3` initially. Suppose the liquid level decreases at a constant speed v, the time constant as a function of time t is-
A. `(6epsilon_0R)/(5d+3Vt)`
B. `((15d+9Vt)epsilon_0R)/(2d^2-3dVt - 9V^2t^2)`
C. `(6epsilon_0R)/(5d-3Vt)`
D. `((15d-9Vt)epsilon_0R)/(2d^2+3dVt-9V^2t^2)`