prove that the tangent drqwn at the end of diameter of a circle are parellel
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Answer:
given,a circle with centre o and tangents PA and QB are the tangents drawn at the points A and B.
To prove-PA and PB are parallel
proof
since radius is perpendicular to the tangent
so,
Step-by-step explanation:
<OAP=90°---1
SIMILARLY
<OBQ=90°----2
ADDING 1 AND 2
<OAP+<OBQ=180°
SINCE ,THEY ARE ON THE SAME SIDE AB SO PA AND PB ARE PARALLEL.
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