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1相等
证明:∵△ABC,△CDE都是等边三角形
∴∠ACB=∠ECD, ∴∠BCE=∠ACD
在△BCE和△ACD中
BC=AC
∠BCE=∠ACD
CE=CD
∴△BCE≌△ACD
∴BE=AD
2相等
证明:∵△ABC,△CDE都是等边三角形
∴∠ACB=∠ECD=60°, ∴∠ACB=∠ECD=∠ACE=60°
∵△BCE≌△ACD, ∴∠CBF=∠CAG
在△BCF和△ACG中
∠CBF=∠CAG
BC=AC
∠BCF=∠ACG
∴△BCFE≌△ACG
∴CF=CG
3,同时到达