Multiple Choice
The circles are congruent. Which conclusion can you draw?
2 circles are shown that each contains two triangles.• The two triangles in the left circle are labeled ABE and CDE. Sides CD and AB are parallel and the triangles' E vertices intersect at circle's E center point.
• The two triangles in the right circle are labeled QRU and STU. The triangles' U vertices intersect at circle's U center point.
(1 point)
Responses
Angle Upper A Upper E Upper B is congruent to Angle Upper Q Upper U Upper R
Image with alt text: Angle Upper A Upper E Upper B is congruent to Angle Upper Q Upper U Upper R
Angle Upper C Upper E Upper D is congruent to Angle Upper S Upper U Upper T
Image with alt text: Angle Upper C Upper E Upper D is congruent to Angle Upper S Upper U Upper T
angle upper A upper E upper B is congruent to angle upper Q upper U upper T
Image with alt text: angle upper A upper E upper B is congruent to angle upper Q upper U upper T
The correct conclusion that can be drawn is:
Angle AEB is congruent to Angle QUR.