Perpendicular from the centre of a circle to a chord bisects the chord
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Given
in a circle c(o,r)
AB is a chord.
To prove :- AD = AB
PROVE:-
AO = OB (RADIUS)
angle ADO = angle OBD (each 90°)
OD =OD (common side)
hence,
∆AOF ~ BOD (SAS)
AD = BD
PROVED.
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