Math, asked by rohittanwar, 1 year ago

Prove that tangent drawn at the end of diameter of a circle are parallel

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Answered by kappi2002
0
i hope this will help u
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Answered by reaper1
1
let PQ be the diameter of the circle of centre O let AB and CD be the tangents drawn to the circle to the end point of the diameter PQ since the tangent at a point to a circle is perpendicular to radius through the point= PQ perpendicular AB and PQ perpendicular CD
=angle APQ=angle PQD
so, AB || CD
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