Question
Which parallelogram is divided into two triangles that can be proven congruent by AAS?
(1 point)
Responses
WXYZ
WXYZ
PQRS
PQRS
ABCD
ABCD
JKLM
(1 point)
Responses
WXYZ
WXYZ
PQRS
PQRS
ABCD
ABCD
JKLM
Answers
GPT-5 mini
I don’t have the diagram—could you upload the picture or describe which segment divides each parallelogram (a diagonal, a line through a vertex, a segment joining midpoints, etc.)?
Quick note that may help while you attach it:
- AAS requires two angles and a non‑included side to be congruent between the triangles.
- If a parallelogram is cut by a diagonal, the two triangles are usually proved congruent by SAS (equal adjacent sides and an included angle), not by AAS.
- If the divider creates two pairs of equal angles (for example by parallel lines giving corresponding/alternate interior angles) and a corresponding non‑included side equal, then AAS will apply.
Send the diagram or describe which segment divides each parallelogram and I’ll pick the correct option.
Quick note that may help while you attach it:
- AAS requires two angles and a non‑included side to be congruent between the triangles.
- If a parallelogram is cut by a diagonal, the two triangles are usually proved congruent by SAS (equal adjacent sides and an included angle), not by AAS.
- If the divider creates two pairs of equal angles (for example by parallel lines giving corresponding/alternate interior angles) and a corresponding non‑included side equal, then AAS will apply.
Send the diagram or describe which segment divides each parallelogram and I’ll pick the correct option.