Assume that \(\Delta HEN\) and \(\Delta BIG\) are congruent. Give all the other possible ways of expressing this congruence.
Enter the exact symbolic form of another triangle:
\(\Delta HEN\) \(\cong\) \(\Delta\)
\(\Delta HNE\) \(\cong\) \(\Delta\)
\(\Delta ENH\) \(\cong\) \(\Delta\)
\(\Delta EHN\) \(\cong\) \(\Delta\)
\(\Delta NHE\) \(\cong\) \(\Delta\)
\(\Delta NEH\) \(\cong\) \(\Delta\)
Answer variants:
GBI
BGI
IGB
BIG
IBG
GIB