连接OC ,则有:OC⊥AB ,
可得:∠AOC = ∠OCB - ∠A = 90°- x ,
因为,OC = OE ,
所以,∠AEC = (1/2)∠AOC = 45°- (1/2)x ,
可得:∠ECB = ∠A + ∠AEC = 45°+ (1/2)x .
连接OC ,则有:OC⊥AB ,
可得:∠AOC = ∠OCB - ∠A = 90°- x ,
因为,OC = OE ,
所以,∠AEC = (1/2)∠AOC = 45°- (1/2)x ,
可得:∠ECB = ∠A + ∠AEC = 45°+ (1/2)x .