Question

In $\Delta$ ABC and $\Delta$PQR, $\angle A\cong \angle P$ and seg AB $\cong$ seg AC $\cong$ seg PQ $\cong$ RP. State two different one-one correspondences between the vertices of the triangles which are congruent.

Answer 1

In $△ABC$ and $△PQR$,
$segAB\cong segPQ$ (Given)
$segAC\cong segRP$ (Given)
$\angle A\cong \angle P$ (Given)
Thus,$△ABC\cong △PQR$
Also, $△ABC$ and $△PQR$,
$segAC\cong segPQ$ (Given)
$segAB\cong segRP$ (Given)
$\angle A\cong \angle B$ (Given)
Thus,$△ABC\cong △PRQ$