∵△ABC是等边三角形
∴∠A=∠ACB=60°
AC=CB
在△ACD和△CBE中
AD=CE
∠A=∠ACB
AC=CB
∴△ACD≌△CBE
(2)∵△ACD≌△CBE
∴∠EBC=∠DCA
∵∠DCA+∠FCB=60°
∴∠EBC+∠FCB=60°
∵∠EBC+∠FCB+∠BFC=180°
∴∠BFC=120°
∵∠EFD=∠BFC
∴∠EFD=120°
∵△ABC是等边三角形
∴∠A=∠ACB=60°
AC=CB
在△ACD和△CBE中
AD=CE
∠A=∠ACB
AC=CB
∴△ACD≌△CBE
(2)∵△ACD≌△CBE
∴∠EBC=∠DCA
∵∠DCA+∠FCB=60°
∴∠EBC+∠FCB=60°
∵∠EBC+∠FCB+∠BFC=180°
∴∠BFC=120°
∵∠EFD=∠BFC
∴∠EFD=120°