In the given figure, AB = AC. Prove that :
(i) DP= DQ
(ii) AP = AQ
(iii) AD bisects angle A
TA and TB are tangents to a circle with centre O from an external point T. OT intersects the circle at point P. Then, AP bisects the ∠TAB.
TA and TB are tangents to a circle with centre O from an external point T. OT intersects the circle at point P. Then prove that AP bisects ∠TAB.