Question
Which statement describes this pair of congruent triangles?
Triangle H K J. Angle H is 58 degrees, angle K is 60 degrees, and angle J is 62 degrees. Triangle L M N. Angle L is 62 degrees, angle N is 58 degrees, angle M is 60 degrees.
Triangle H J K is congruent to triangle L M N
Triangle H J K is congruent to triangle M L N
Triangle H J K is congruent to triangle N L M
Triangle H J K is congruent to triangle N M L
Triangle H K J. Angle H is 58 degrees, angle K is 60 degrees, and angle J is 62 degrees. Triangle L M N. Angle L is 62 degrees, angle N is 58 degrees, angle M is 60 degrees.
Triangle H J K is congruent to triangle L M N
Triangle H J K is congruent to triangle M L N
Triangle H J K is congruent to triangle N L M
Triangle H J K is congruent to triangle N M L
Answers
GPT-4o mini
To determine the congruency statement for the given triangles, we should examine the angles of both triangles.
For Triangle H K J:
- Angle H = 58°
- Angle K = 60°
- Angle J = 62°
For Triangle L M N:
- Angle L = 62°
- Angle N = 58°
- Angle M = 60°
The angles of both triangles can be paired based on their measurements:
- Angle H (58°) corresponds to Angle N (58°)
- Angle K (60°) corresponds to Angle M (60°)
- Angle J (62°) corresponds to Angle L (62°)
Therefore, we can express the congruence as follows:
Triangle H K J is congruent to Triangle N M L.
Thus, the correct statement is:
**Triangle H J K is congruent to Triangle N M L.**
For Triangle H K J:
- Angle H = 58°
- Angle K = 60°
- Angle J = 62°
For Triangle L M N:
- Angle L = 62°
- Angle N = 58°
- Angle M = 60°
The angles of both triangles can be paired based on their measurements:
- Angle H (58°) corresponds to Angle N (58°)
- Angle K (60°) corresponds to Angle M (60°)
- Angle J (62°) corresponds to Angle L (62°)
Therefore, we can express the congruence as follows:
Triangle H K J is congruent to Triangle N M L.
Thus, the correct statement is:
**Triangle H J K is congruent to Triangle N M L.**