In the adjoining figure,
is perpendicular to the chord
of a circle with center
If
is a diameter, show that
and ![]()

Given OD
AB
In triangle ABC,
D is the mid-point of AB
∴ AD = DB
O is the mid-point of BC
∴ OC = OB
We say, AC||OD
(1/2) AC = OD [Mid-point theorem in triangle ABC]
⇒ AC = 2 × OD Proved.
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