A tangent PQ at a point of a circle of radius 3cm
meets a line through the center of a point Q so
that OQ=5cm then the length PQ is
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length of radius 3cm
Step-by-step explanation:
centre is o
length of OQ=5cm
let the point where the circle touches the tangent be A
OAQ is right angled triangle right angled at A
therefore by using pythagoras theorem
length of AQ=4cm
PQ=2AQ
PQ=2×4cm
PQ=8cm
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