PDF chapter test TRY NOW
\(P\) is a point on the bisector of \(\angle ABC\). If the line through \(P\), parallel to \(BA\) meet \(BC\) at \(Q\), prove that \(BPQ\) is an isosceles triangle.
Max file size: 5 MB |
Important!
This is a creative exercise. Your teacher will check it manually.
Register for free to see more content