Two tangent TP and TQ are drawn to a circle with center 0 from an external point T . prove that angle PTQ = 2 angle OPQ.
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TP = TQ,
which are the tangents drawn from the external point T.
Since, TP = TQ,
so in triangle TPQ, angles TQP and TPQ will be equal due to the property that opposite angles to equal sides are equal.
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