Question

oh≅
∠h≅
∠soh≅
add an answer item!
add an answer item!
add an answer item!
△sho≅
add an answer item!
answer bank
or
∠tor
aas≅
∠r
vertical angles
△tro
given on diagram
definition of bisect

Explanation:

To determine the congruent triangle to \( \triangle SHO \), we analyze the answer bank. The answer bank has \( \triangle TRO \) as a triangle option. In triangle congruence problems, we match corresponding parts. Here, \( \triangle SHO \) should be congruent to \( \triangle TRO \) (likely by a congruence criterion like AAS, but the key is the triangle in the answer bank).

We look for the triangle in the answer bank that is congruent to \( \triangle SHO \). From the answer bank, \( \triangle TRO \) is the triangle option, so \( \triangle SHO \cong \triangle TRO \).

Answer:

\( \triangle TRO \)