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What is the value of b? You may assume that the ray is tangent to the circle. A) 126 B)63 C)54 D)94

What is the value of b? You may assume that the ray is tangent to the circle. A) 126 B-example-1

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Answer:

Option B 63°

Explanation:

we know that

If the ray is tangent to the circle

then

a°+b°=90° -----> by complementary angles

Remember that

The inscribed angle measures half that of the arc comprising

so

Find the measure of inscribe angle a

∠a=(1/2)[54°]=27°

Find the measure of angle b

a°+b°=90°

substitute

27°+b°=90°

b°=90°-27°=63°

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