Proofs in Plane Geometry - Midpoint Theorem
Proofs in Plane Geometry - Midpoint Theorem
In the figure, \(AB\) is parallel to \(PRQ\), \(T\) and \(P\) are the midpoints of \(CQ\) and \(CA\) respectively and \(ART\) is a straight line. Prove that \(TR : RA = 1 : 2\).
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Answer:TR:RA = 1:2 (proved).
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