What additional information do you need to prove triangle GHI is congruent to triangle DEF?
Triangles GHI and DEF are shown. Side GH and DE are marked as congruent. Angles H and E are also marked as congruent.
(1 point)
Responses
Line H I congruent to line E F
Image with alt text: Line H I congruent to line E F
Line H I congruent to line E D
Image with alt text: Line H I congruent to line E D
Angle F congruent to angle G
Image with alt text: Angle F congruent to angle G
Line G I congruent to line D F
To prove triangle GHI is congruent to triangle DEF, we need the following additional information:
1. Side HI or GI marked as congruent to either side DF or EF.
2. Angle G marked as congruent to angle F.
3. Angle H marked as congruent to angle E.
To prove that triangle GHI is congruent to triangle DEF, we need some additional information. Specifically, we need to provide evidence of congruence for either the remaining two sides or the remaining angle. Currently, we only have side GH and side DE marked as congruent, as well as angle H and angle E marked as congruent.
Based on the information given, we can conclude that line HI is congruent to line EF (based on the marked congruent sides). However, this alone is not enough to prove overall triangle congruence. Therefore, we still need to provide evidence of congruence for either angle G or line GI.