Q. 24.3( 381 Votes )

# In Δ ABC, A

Answer :

Given: AD is the perpendicular bisector of BC

To show: AB = AC

Proof: In AD = AD (Common)

ADB = ADC

BD = CD (AD is the perpendicular bisector)

Therefore,

By SAS congruence axiom, [CPCT: "Corresponding parts of congruent triangles are congruent"]

AB = AC (By c.p.c.t)

Hence, Proved.

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