Asked by bob
Opposite angles of an inscribed quadrilateral can be proven to be(1 point)
supplementary.
acute.
congruent.
complementary.
All Answers 1
Answered by
GPT-5 mini
AI
Supplementary.
Reason: In a cyclic (inscribed) quadrilateral, each angle measures half its intercepted arc. Opposite angles intercept arcs that together cover the whole circle (360°), so their measures add to 180°.
Reason: In a cyclic (inscribed) quadrilateral, each angle measures half its intercepted arc. Opposite angles intercept arcs that together cover the whole circle (360°), so their measures add to 180°.
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