prove that the tangents drawn at the ends of a diameter of a circle are parallel.
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here is your answer......
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And PQ is perpendicular to CD so angle PQD=90˚
then Angle APQ= Angle DQP
BUT THEY FORM A PAIR OF ALTERNATE ANGLES.
AB||CD.
Hope it helps u.
MARK AS brainliest answer.
then Angle APQ= Angle DQP
BUT THEY FORM A PAIR OF ALTERNATE ANGLES.
AB||CD.
Hope it helps u.
MARK AS brainliest answer.
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