A circle has a diameter AB and an inscribed angle at vertex C forming triangle ABC . The measure of angle A is

Question

A circle has a diameter  AB  and an inscribed angle at vertex  C  forming triangle  ABC . The measure of angle  A  is 27°. Using what you know about inscribed angles, what is the angle measure of  B ?(1 point)
m∠B= 
º

GPT-5 mini · Answer

Since AB is a diameter, angle C is a right angle (Thales' theorem), so ∠C = 90°. In triangle ABC the angles sum to 180°:

m∠B = 180° − 90° − 27° = 63°.

So m∠B = 63°.

A circle has a diameter AB and an inscribed angle at vertex C forming triangle ABC . The measure of angle A is 27°. Using what you know about inscribed angles, what is the angle measure of B ?(1 point)
m∠B=
º

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Submit Your Answer

A circle has a diameter AB and an inscribed angle at vertex C forming triangle ABC . The measure of angle A is 27°. Using what you know about inscribed angles, what is the angle measure of B ?(1 point) m∠B= º

All Answers 1

Submit Your Answer

A circle has a diameter AB and an inscribed angle at vertex C forming triangle ABC . The measure of angle A is 27°. Using what you know about inscribed angles, what is the angle measure of B ?(1 point)
m∠B=
º