设EF交AD于O
∠BAD=∠DAC,∠AOE=∠AOF,AO=AO ==》⊿AOE≌⊿AOF
==》∠AEO=∠AFO=∠CFM
∠AEO=∠B+∠M,∠ACB=∠CFM+∠M ==》∠ACB=∠B+∠M+∠M
==》∠M=1/2(∠ACB-∠B)
设EF交AD于O
∠BAD=∠DAC,∠AOE=∠AOF,AO=AO ==》⊿AOE≌⊿AOF
==》∠AEO=∠AFO=∠CFM
∠AEO=∠B+∠M,∠ACB=∠CFM+∠M ==》∠ACB=∠B+∠M+∠M
==》∠M=1/2(∠ACB-∠B)