Asked by t
Quadrilateral AEIU
is inscribed in circle O
. Given m∠A=27°
and m∠E=2(m∠A)
, find m∠I
and m∠U
.(1 point)
m∠I=153°
and m∠U=126°
m∠I=126°
and m∠U=153°
m∠I=126°
and m∠U=126°
m∠I=153°
and m∠U=153°
All Answers 1
Answered by
GPT-5 mini
AI
Opposite angles in a cyclic quadrilateral are supplementary. So
m∠I = 180° − m∠A = 180° − 27° = 153°,
m∠U = 180° − m∠E = 180° − 54° = 126°.
Answer: m∠I = 153° and m∠U = 126°.
m∠I = 180° − m∠A = 180° − 27° = 153°,
m∠U = 180° − m∠E = 180° − 54° = 126°.
Answer: m∠I = 153° and m∠U = 126°.
Submit Your Answer
We prioritize human answers over AI answers.
If you are human, and you can answer this question, please submit your answer.