In the below , \(PQ = PR\) and \(\angle Q = \angle R\). Prove that \(\triangle PQV \cong \triangle PRU\).
Proof :
In \(\triangle PQV\) and \(\triangle PRU\),
\(PQ = PR\) [Given]
\(\angle Q = \angle R\) [Given]
\(\angle QPV = \angle RPU\) []
Therefore, \(\triangle PQV \cong \triangle PRU\) [By congruence rule].