1、∠AEF=∠ABC,∠AFE=∠ACB,∠EOB=∠EBO=∠OBC,∠FOC=∠OFC=∠OCB
2、∠A=180°-∠ABC-∠ACB=40°
∵∠OBC=∠ABC/2,∠OCB=∠ACB/2
∴∠BOC=180°-(∠ABC+∠ACB)/2=110°
3、∵∠A=180°-∠ABC
∴(180°-∠A)/2=180°-∠BOC
即∠BOC=90°+∠A/2
1、∠AEF=∠ABC,∠AFE=∠ACB,∠EOB=∠EBO=∠OBC,∠FOC=∠OFC=∠OCB
2、∠A=180°-∠ABC-∠ACB=40°
∵∠OBC=∠ABC/2,∠OCB=∠ACB/2
∴∠BOC=180°-(∠ABC+∠ACB)/2=110°
3、∵∠A=180°-∠ABC
∴(180°-∠A)/2=180°-∠BOC
即∠BOC=90°+∠A/2