If $$\triangle$$ABC , $$\angle B = 78^\circ$$ , AD is a bisector of $$\angle$$ A meeting BC at D. and AE $$\perp$$ BC at E . If $$\angle DAE = 24^\circ$$, then the measure of $$\angle$$ ACB is:

A

$$30^\circ$$

B

$$38^\circ$$

C

$$32^\circ$$

D

$$42^\circ$$