证明:
∵AB=AC,
∴∠B=∠C
∵AD=AE,
∴∠ADE=∠AED,
又∵点D、E在BC边上,
∴∠ADB=∠AEC,
在△ABD和△ACE中,
∠ADB=∠AEC
∠B=∠C
AB=AC
∴△ABD≌△ACE