Given: The circle centered at point A has a radius of length AB.
• The circles centered at points B and D have radii of length of DE.
Complete the proof that

1: AB = AD
All radii of the same circle have the same length

2: ???
( AB=DE or BE=DE or BE=CE)
Both circles have radio of the same length

3: AE = AE
They’re lengths of the same segment

4: ???
(ABE=ADE or ABE=ACE or ABD = EBD)
SSS congruence

5: DAE = BAE
corresponding parts of congruent triangles are congruent