In $$\triangle ABC, BD \perp AC$$ at D. E is a point on BC such that $$\angle BEA = x^\circ$$. If $$\angle EAC = 62^\circ$$ and $$\angle EBD = 60^\circ$$,then the value of $$x$$ is:

A

$$92^\circ$$

B

$$78^\circ$$

C

$$76^\circ$$

D

$$68^\circ$$