A charged particle (mass m and charge q) moves along X axis with velocity $$V_0$$. When it passes through the origin it enters a region having uniform electric field $$\vec{E} = -E\hat{j}$$ which extends upto $$x = d$$. Equation of path of electron in the region $$x > d$$ is:

A

$$y = \frac{qEd}{mv_0^2}(x - d)$$

B

$$y = \frac{qEd}{mv_0^2}\left(\frac{d}{2} - x\right)$$

C

$$y = \frac{qEd}{mv_0}$$

D

$$y = \frac{qEd^2}{mv_0^2}x$$