(1)连接OC,则OC=AB/2=BC ,∠COE =∠CBF=45°,∠OCE+∠OCF=90°,∠BCF+∠OCF=90°,故∠OCE=∠BCF,由上知,△COE≌△CBF,所以OE=BF,所以AE+BF=AE+OE=OA=根号2/2AB
(2)BF-AE=根号2/2AB
(1)连接OC,则OC=AB/2=BC ,∠COE =∠CBF=45°,∠OCE+∠OCF=90°,∠BCF+∠OCF=90°,故∠OCE=∠BCF,由上知,△COE≌△CBF,所以OE=BF,所以AE+BF=AE+OE=OA=根号2/2AB
(2)BF-AE=根号2/2AB