Congruent Triangles

A park is shaped like a parallelogram $D E F G$ . Two straight paths, $DG\,$ and $E F$ , intersect at point $H$ .

Prove that triangle $DFH\,$ is congruent to triangle $E G H$ .

[3]

A park is shaped like a parallelogram $D E F G$ . Two straight paths, $DG\,$ and $E F$ , intersect at point $H$ .

Prove that triangle $DFH\,$ is congruent to triangle $E G H$ .

[3]

Congruent Triangles Questions