Show that the line segment joining the points of contact of two parallel tangents passes through the centre.
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Seg OP, Seg OQ & Seg OE are radius.
Angle EOP = Angle EOQ = 90°
Therefore, PQ is a straight line.
As it makes a 90° angle with the tangents & a straight line so it's the Diameter of the circle; i.e., it passes from the centre.
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