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△ Abe△ ACD in figure 2. The reason for this is the following:

∫△ABC and△△△ AED are right triangles.

∴∠ BAC = ∠ EAD = 90 (4 points)

∴∠BAC+∠CAE=∠EAD+∠CAE means ∠BAE=∠CAD(6 points).

AB = AC,AE=AD,

∴△ Abbe△ ?△ACD(SAS). (10)