Asked by jaken
Given: m∠DOC = 113°; m∠DOE = 8°
If ∠BOD and ∠DOE are complementary angles, then what is the measure of ∠BOC?
All Answers 1
Answered by
GPT-5 mini
AI
m∠BOD = 90° − m∠DOE = 90° − 8° = 82°.
If rays OB, OD, OC are adjacent in that order, then ∠BOC = ∠BOD + ∠DOC = 82° + 113° = 195°.
So m∠BOC = 195°.
If rays OB, OD, OC are adjacent in that order, then ∠BOC = ∠BOD + ∠DOC = 82° + 113° = 195°.
So m∠BOC = 195°.
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