PDF chapter test TRY NOW

1. In the below figure, \(PQ = PR\) and \(\angle Q = \angle R\). Prove that \(\triangle PQS \cong \triangle PRT\).
 
YCIND240505_6261_1.png
 
2. In the below figure, two lines \(AB\) and \(CD\) intersect each other at the point \(O\) such that \(BC \parallel DA\) and \(BC = DA\). Show that \(O\) is the mid-point of both the line-segments \(AB\) and \(CD\).
 
YCIND240505_6261_2.png
 
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Important!
This is a creative exercise. Your teacher will check it manually.